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Math Department Library Catalog
version 2.0
AMS seriesAuthor TitleEvans, Lawrence C. Partial Differential Equations
Ivey, Thomas A.|Landsberg, J.M.
Cartan for Beginners
Yulij Ilyashenko, Sergei Yakovenko Lectures on Analytic Differential Equations. Cheng, Shun-Jen|Wang, Weiqiang
Dualities and Representations of Lie Superalgebras
Siegel, Aaron N. Combinatorial Game TheorySchultens, Jennifer Introduction to 3-ManifoldsSzekelyhidi, Gabor Introduction to Extremal Kahler Metrics, AnFaulkner, John R. Role of Nonassociative Algebra in Projective Geometry,
TheRassoul-agha, Firas|Seppelainen, Timp|Seppalainen
Course on Large Deviations With an Introduction to Gibbs Measures, A
Rotman, Joseph J. Advanced Modern AlgebraWen, Lan Differentiable Dynamical Systems: An Introduction to
Structural Stability and HyperbolicityHan, Qing Nonlinear Elliptic Equations of the Second OrderYau, Donald Colored OperadsClay, Adam|Rolfsen, Dale
Ordered Groups and Topology
Strelitz, S. Asymptotics For Solutions Of Linear Differential Equations Having Turning Points With Applications
Nussbaum, Roger D.|Lunel, S. M. Verduyn
Generalizations Of The Perron Frobenius Theorem For Nonlinear Maps
Varchenko, A.N.|Etingof, Pavel I.
Why the Boundary of a Round Drop Becomes a Curve of Order Four
Murre, Jacob P.|Nagel, Jan|Peters, Chris A. M.
Lectures on the Theory of Pure Motives
Fay, John D. Kernel Functions, Analytic Torsion, and Moduli SpacesKobayashi, Toshiyuki
Singular Unitary Representations and Discrete Series for Indefinite Stiefel
Semmes, Stephen Generalization of Riemann Mappings and Geometric Structures on a Space of
Torres, Boundedness For Operators With Singular
Hardouin, Charlotte|Sauloy, Jacques|Singer, Michael F.
Galois Theories of Linear Difference Equations: An Introduction
Ozsvaath, Peter Steven|Stipsicz, Andras I.|Szabo, Zoltan
Grid Homology for Knots and Links
Douglas, Christopher L.|Francis, John|Henriques, André G.|Hill, Michael A.
Topological Modular Forms
Jahnel, Jorg Brauer Groups, Tamagawa Measures, and Rational Points on Algebraic Varieties
Schwartz, Richard Evan
Octagonal PETs, The
Chai, Ching-Li|Conrad, Brian|Oort, Frans
Complex Multiplication and Lifting Problems
Herrmann, Samuel|Imkeller, Peter|Pavlyukevich, Ilya|Peithmann, Dierk
Stochastic Resonance: A Mathematical Approach in the Small Noise Limit
Rumely, Robert Capacity Theory with Local Rationality: The Strong Fekete-Szego Theorem on Curves
Efendiev, Messoud Attractors for Degenerate Parabolic Type EquationsBerhuy, Graegory,Oggier, Frederique
Introduction to Central Simple Algebras and Their Applications to Wireless Communication, An
Leuschke, Graham J.|Wiegand, Roger
Cohen-Macaulay Representations
Gehring, Frederick W.|Hag, Kari
Ubiquitous Quasidisk, The
Iglesias-zemmour, Patrick
Diffeology
Ghoussoub, N|Ghoussoub, Nassif|Moradifam, Amir
Functional Inequalities: New Perspectives and New Applications
Elduque, Alberto|Kochetov, Mikhail
Gradings on Simple Lie Algebras
Benedetto Dynamics in one non-archymedian variable
Cambridge EncyclopediaAuthor TitleCourcelle, Bruno|Engelfriet, Joost
Graph Structure and Monadic Second-Order Logic: A Language-Theoretic Approach
Arapostathis, Ari|Borkar, Vivek S.|Ghosh, Mrinal K.
Ergodic Control of Diffusion Processes
Arov, Damir Z.|Dym, Harry
Bitangential Direct and Inverse Problems for Systems of Integral and Differential Equations
Borwein, Jonathan M.|Glasser, Larry|Zucker, John|Wan, James|Glasser, M.L.|McPhedran, R.C.|Zucker, I.J.|Borwein, J. M.|Glasser, M. L.|McPhedran, R. C.|Wan, J. G.|Zucker, I. J.
Lattice Sums Then and Now
Garcia, Miguel Cabrera|Palacios, Angel Rodriguez
Non-Associative Normed Algebras
Hofmann, Dirk|Seal, Gavin J.|Tholen, Walter
Monoidal Topology: A Categorical Approach to Order, Metric, and Topology
Beineke, Lowell W.|Wilson, Robin J.
Topics in Chromatic Graph Theory
Ghergu, Marius|Taliaferro, Steven|Taliaferro, Steven D.
Isolated Singularities in Partial Differential Inequalities
Bisci, Giovanni|Radulescu, Vicentiu|Servadei, Raffaella|Bisci, Giovanni Molica|Radulescu, Vicentiu D.
Variational Methods for Nonlocal Fractional Problems
Krayicek Proof complexity
Pitman monographs and surveys in pure and applied mathematics, Volumes 1-144A partial catalog (v. 61 – 144) can be found here:
https://www.crcpress.com/Monographs-and-Surveys-in-Pure-and-Applied-Mathematics/book-series/CHMSPAMATH?page=&order=pubdate&size=12&view=list&status=published,forthcoming
Missing: 7, 10, 12, 17-19, 24, 25, 35, 69-73, 81, 92, 110, 116, 118, 129, 130, 137, 139, 140, 141
Pitman research notes in mathematical sciences, Volumes 1- 437A partial catalog can be found at
https://bmi.math.u-bordeaux.fr/cgi-bin/ouvrages?collection=PRNMS
Missing: 2, 10, 22, 23, 51, 56, 64, 87, 90, 92, 120-125, 128, 130, 131, 178, 179, 185-187, 189, 192, 196, 199, 201, 204, 208, 212, 217, 236, 248, 255, 270, 271, 286, 290, 293-310, 312-315, 317-322, 329, 339, 344, 346, 352-356, 382, 389, 394, 395, 401, 405412, 415-418, 420, 423, 431, 433, 434
IMA volumes in Math. And its Appl., Volumes 16-103Catalog is available here:
https://link.springer.com/bookseries/811Missing: 17-23, 32-37, 83, 102
Author Title # copies
Abbott Flatland 2
Abbott The Chauvenet Papers Vol. 1Abbott The Chauvenet Papers Vol. 2Alexanderson Putnam contest problems 1965-1984Aleksandrov . . .
Mathematics: Its Content, Methods, and Meaning Part 1
Aleksandrov . . .
Mathematics: Its Content, Methods, and Meaning Part 2
Amato Stuff: The Materials the World is Made OfArchibald Semicentennial Pulbications I: HistoryArtino The contest problem book 4Ascher Mathematics elsewhereBarr Second miscellany of puzzlesBarwise The liar. An essay on truth and circularityBehnke Fundamentals of math. Vol. 1Bell . . . Semicentennial Pulbications II: History AddressesBoas A collection of mathematics, verse, and storiesBowen The shape of the river. Long-term consequences of considering
race in college and university admissionsBressound Calculus reorderedBrooke 150 puzzles in crypt-arithmeticBrown 30-second mathBryan Hodge podgeBurger Sphere-landCampbell Mathematics. People, problems, results. ICampbell Mathematics. People, problems, results. IICampbell Mathematics. People, problems, results. IIICarroll Symbolic Logic and the Game of LogicCasti Five golden rulesCoxeter The beauty of geometryCourant . . . What is Mathematics? 1st Edition 3Cowan . . . Complexity: Metaphors, Models, and RealityCupilari The Nuts and Bolts of ProofsD'Angelo . . . Mathematical Thinking: Problem-Solving and ProofsDavis The nature and power of mathematicsDavis The lore of large numbersDavis Descartes’ dream. The world according to mathematics
00 General. Popular
Davis The mathematical experienceDeWitt . . . Battelle RecontresDispezio Critical thinking puzzlesDoob . . . A Manual for Authors of Mathematical PapersDunn Mathematical bafflersEllis Basic concepts of measurementEngel With good reason. An introduction to informal fallaciesEves An introduction to the foundations an fundamental concepts of
mathematicsExner An Accompaniment to Higher MathematicsFarmelo It must be beautirfulFeynman The Meaning of it All: Thoughts of a Citizen-ScientistFisher Getting to YESFomenko Mathematical ImpressionsGaffney . . . Annotated Bibliography of Expository Writing in the Mathematical
SciencesGardner Time travel and other mathematical bewildermentsGardner Mathematical carnivalGardner New mathematical diversionsGilbert The wohascum county problem bookGleason Putnam competition 1938-1964Graham ingenious mathematical problems and methodsGreenberg Euclidean and non-euclidean geometry. Development and
historyGrossman Groups and Their GraphsHadamard The psychology of invention in the mathematics fieldHalmos Problems for mathematicians young and oldHawking God Created the IntegersHoffman Archimede’s revenge. The challenge of the unknown. The joys
and perils of mathematics.Hogben Mathematics for the Million: How to Master the Magic of Numbers 2
Honsberger Mathematical Gems IHonsberger Mathematical Gems IIIHubbard The world according to waveletsJi . . . Fifth International Congress of Chinese Mathematicians Part 1Ji . . . Fifth International Congress of Chinese Mathematicians Part 2Kadesch Math MenagerieKahn Effective Studying and Learning
Kasner Mathematics and imagination
Kaufman New world puzzless
Kazarinoff Geometric inequalities
Kiltinen Oval track and other permutation puzzles and just enough group theory to solve them
Kitcher The Nature of Mathematical Knowledge
Klee Old and new unsolved problems in plane geometry and number theory
Klein . . . Famous ProblemsKline Mathematics and the Search for KnowledgeKline Why Johnny Can't Add: The Failure of the New MathKorovkin InequalitiesKostovskii Geometrci constructions using compasses onlyKorzybski Science and Sanity: An Introduction to Non-Aristotellian Systems
and General SemanticsKraitchik Mathematical RecreationsKuhn The Structure of Scientific Revolutions 2Lieber The Education of T.C. MitsLittlewood MiscellanyLozansky . . . Winning SolutionsMakanin . . . Eight Lectures Delivered at the International Congress of
Mathematicians in HelsinkiNagel . . . Godel's ProofNTCM The growth of mathematical ideas. Grades K-12Olds Continued FractionsOre Graphs and Their UsesO’Shea the magic numbers of the professorParker She Does Math!Parsons Philosophy of math in 20th centuryPaulos Innumeracy: Mathematical Illiteracy and Its ConsequencesPaulos Beyond Numeracy: Ruminations of a Numbers Man 2Pedoa The gentle art of mathematicsPenrose Fashion, Faith, and Fantasy in the New Physics of the UniversePenrose The Road to Reality: A Complete Guide to the Physical Universe
Peterson The mathematical tourist. Snapshots of modern mathematicsPollard A Mathematical Prelude to the Philosophy of MathematicsPolya How to Solve It 3Polya Induction and Analogy in Mathematics
Polya Patterns of Plausible InferencePolya Mathematics in sciencesRademacher The enjoynment of mathematicsRapaport Hungarian problem book IRapaport Hungarian problem book IIRapaport Hungarian problem book IIISalkind The MAA problem book. ISalkind The MAA problem book. 2Salkind The contest problem book. ISalkind The contest problem book. 2Salny The MENSA. Words, games, puzzles, odditiesSawyer What is calculus about?Sawyer Mathematician’s delightShasha Codes, puzzles, and conspiracyShepherd Mazes and labyrinths book of puzzlessSolow How to Read and Do ProofsShashkin Fixed PointsSimon and Schuster
The World of Mathematics Vol. 1
Simon and Schuster
The World of Mathematics Vol. 2
Simon and Schuster
The World of Mathematics Vol. 3
Simon and Schuster
The World of Mathematics Vol. 4
Skilling Teaching: Engineering, Science, MathematicsSmogorzhevskii The ruler in geometrical constructions
Smullyan Alice in puzzle-landSmullyan To mock a mockingbirdStabler Introduction to Mathematical ThoughtSteen Mathematics Today: Twelve Informal Essays
Steen Mathematics tomorrow
Stein Mathematics: The Man-Made Universe 2Stewart Life's Other Secret: The New Mathematics of the Living WorldStewart From Here to InfinitySummers Test your logicTikhomirov Stories About Maxima and MinimaTrigg Mathematical quickies
Ulam Problems In Modern MathematicsUspenski Pascal's TriangleUspenskii Some applicatiuons of mechanics to mathematicsVleck . . . Lectures on MathematicsVorob’ev Fibonacci numbersWail Creative mathematicsWimbish Readings for Mathematics: A Humanistic Approach 2Youden Experimentation and measurement
Author/Editor Title # copies
Boole Public addresses
Borwein, Bailey
Eploratory experiments in mathematics
Einstein Ideas and OpinionsEinstein Selections from the Principle of RelativityEinstein The Collected Papers of Albert Einstein Volume 14
(English)Einstein The Collected Papers of Albert Einstein Volume 14
(German)Euler Elements of AlgebraFathi Thurston's Work on SurfacesFeller William Feller Selected Papers IFeller William Feller Selected Papers IIFibonacci The book of squaresGreenberg Euclidean and non-euclidean geometry. Development and
history2
Griffiths Selected Works of Phillip A. Griffiths with Commentary Part 5 Differential Geometry and Hodge Theory (1983-2014)
Griffiths Selected Works of Phillip A. Griffiths with Commentary Part 6 Algebraic Cycles (2003-2007)
Hilbert David Hilbert's Lectures on the Foundations of Arithmetic and Logic 1917-1933
Lie and Klein Erlangen program
Milnor Collected Papers of John Milnor: VI, Dynamical Systems (1953-2000)
Milnor Collected Papers of John Milnor: VII, Dynamical Systems (1984-2012)
Seshadri Collected Papers of C.S. Seshadri Volume 1: Vector Bundles and Invariant Theory
Seshadri Collected Papers of C.S. Seshadri Volume 2: Schubert Geometry and Representation Theory
Tate Collected Works of John Tate: Part I (1951-1975)Tate Collected Works of John Tate: Part II (1976-2006)Tits Jacques Tits Oeuvres Collected Works Volume I
01 Collected/Selected papers.
Tits Jacques Tits Oeuvres Collected Works Volume IITits Jacques Tits Oeuvres Collected Works Volume IIITits Jacques Tits Oeuvres Collected Works Volume IVVaradarajan Selected Papers of V.S. Varadarajan Volume 2: Differential
Equations Representation TheoryVaradarajan Selected Papers of V.S. Varadarajan Volume 3: Analysis
and Probability Reflections and ReviewsWalsh Joseph L. Walsh: Selected Papers
Author/Editor Title # copies
Ahrens Mathematiker-AnekdotenArchibald A.M.S Semicentennial Publications I: HistoryArchibald A.M.S Semicentennial Publications II: Addresses 2Artemiadis History of mathematics. From a mathematician’s vantage pointBecvarova Karl Lowner and His Student Lipman Bers – Pre-war Prague MathematiciansBegehr progress in analysis, v. 1,2Bell Development of MathematicsBell Men of mathematicsBhatia Connected at Infinity II: A Selection of Mathematics by IndiansBochner The role of mathematics in the rise of scienceBonifant Frontiers in Fomplex DynamicsBottazzini Hidden Harmony – Geometric FantasiesBoyer A history of mathematicsBrowder Mathematical Developments Arising from Hilbert Problems IBrowder Mathematical Developments Arising from Hilbert Problems IICalinger Classics of mathematicsCloss Native american mathematicsCooke Mathematicians. An outer view of the inner worldCooke The history of mathematics. A brief courseCoolidge A History of Conic SectionsCrowe A History of Vector AnalysisDanzing Henri PoincareDumbaugh Emil Artin and Beyond - Class Field Theory and L-FunctionsEdwards The Historical development of the CalculusEves An introduction to the history of mathematicsFathi Thurston's Work on SurfacesFefferman Advances in Analysis: The Legacy of Elias M. SteinFeynman Surely You're Joking, Mr. Feynman!Gabbay Handbook of the Histrory of Logic Volume 6 Sets and
Extensions in the Twentieth CenturyGarding Encounter with MathematicsGoldstine The Computer from Pascal to von NeumannGreenberg Euclidean and non-euclidean geometry. Development and
history2
Gritzmann Applied Geometry and Discrete Mathematics-The Victor Klee Festschrift
Grube Plato's Republic
01 History. Biographies. Festschrifts
Guillen Five Equations that Changed the WorldGuinness Joseph Fourier 1768-1830Harkin Fundamental MathematicsHavil John Napier Life, Logarithms and LegacyHollings Mathematics Across the Iron CurtainIfrah From one to zero. Universal history of numbersKantha An Einstein DictionaryKatz Sourcebook in the Mathematics of Medieval Europe and North
AfricaKatz A hostory of mathematicsKlein Mathematical thought from ancient to moder times. v.1 3Klein Mathematical thought from ancient to moder times. v.2Klein Mathematical thought from ancient to moder times. v.3Lim The Continuation of Ancient MathematicsMay The Mathematical Associations of America: Its First Fifty YearsMcgrayne The Theory that would not DieNeedell The First 25 Years in SpaceParsons Philosophy of Mathematics in the Twentieth CenturyPhelps The German scientific heritagePuttaswamy Mathematical Achievments of Pre-Modernindian Mathematics
renewing US mathematicsRoberts Robert Recorde The Life and Times of a Tudor MathematicianRoquette Contributions to the History of Number Theory in the 20th
CenturyRudin The way I remember itSaranghi Bridges conference 1998Saranghi Bridges conference 2010Sieg Hilbert Programs and BeyondSingh Fermat’s enigmaSmith A History of Mathematics in America Before 1900Smith History of Mathematics Volume IISmith Numbers and NumeralsSmith A source book in mathematicsStruik A source book in mathematics. 1200-1800Struik A concise history of mathematicsSwetz Learn from the mastersTucker Chairing the academic departmentUlam Adventures of a mathematicianWang Reflections on Kurt GodelWilson Mathematics in Victorian Britain
Author Title # Appel, Andrew Alan Turing's Systems of LogicBarendregt, Henk Lambda Calculus With TypesBarwise, J Handbook of Mathematical Logic Vol IBarwise, J Handbook of Mathematical Logic Vol IIBarwise, J Handbook of Mathematical Logic Vol IIIBarwise, J Handbook of Mathematical Logic Vol IVBimbo, Katalin Proof Theory Sequent Calculi and Related FormalismsBishop, Erret Foundations of Constructive AnalysisBreuer, Joseph The Theory of Sets 2Caicedo, Xavier Models, Algebras, and ProofsChubb, Jennifer Logic and Algebraic Structures in Quantum ComputingCummings, James Appalachian Set TheoryGirard, Jean-Yves The Blind Spot Lectures on LogicHalmos, Paul R. Naive Set TheoryKamke, E. Theory of SetsKechris, Alexander S.
Wadge Degrees and Projective Ordinals
Kechris, Alexander S.
Oridnal Definability and Recursion Theory
Kinsolving Set Theory and the Number SystemsKleene, S.C. Introduction to MetamathematicsKollar, Janos Singularities of The Minimal Model ProgramLipschutz, Seymour Theory and Problems of Set Theory and Related TopicsLyndon, Roger C. Notes on LogicMarker, David Lectures on Infinitary Model TheoryMates Elementary LogicMiller, Dale Programming with Higher-Order LogicMorley, M. D. Studies in Model Theory Volume 8Mosdcovakis Abstract recursion and intrinsic compleityNederpelt, Rob Type Theory and Formal Proof an IntroductionNovak, Erich Tractability of Multivariate Problems Volume III: Standard
Information for OperatorsO'Leary, Michael L. The Structure of Proof With Logic and Set TheoryRosenbloom, Paul The Elements of Mathematical LogicSelby, Samuel Sets Relations Functions an IntroductionSheppard, Barnaby The Logic of InfinityStoll, Robert R. Set Theory and LogicSuppes, Patrick Introduction to LogicTent, Katrin A Course in Model TheoryUllman, Hopcroft Formal Languages and Their Relation to Automata
03 Logic. Set theory. Foundations
Zehna, Peter W. Elements of Set Theory
Author Title # Copies
Akiyama Three Developing Topics in Graph Theory
Alavi Graph Theory, Combinatorics, and Applications Vol. I
Alavi Graph Theory, Combinatorics, and Applications Vol. II
Alavi Combinatorics, Graph Theory, and Algorithms
Alavi Graph Theory with Applications to Algorithms and Computer Science
Alavi Combinatorics, Graph Theory, and Algorithms Volume I
Bachmann n-Gons
Balakrishnan Combinatorics
Beckenbach Applied Combinatorial Mathematics
Berman Introduction to Combinatorics
Berge Principles of Combinatorics
Blackburn Surveys in Combinatorics 2013
Bollobas Extremal Graph Theory with Emphasis on Probabilistic Methods
Bollobas Advances in Graph Theory
Bollobas Probabilistic Combinatorics and Its Applications
Behzad Introduction to the Theory of Graphs
Brualdi Introductory Combinatorics
Bona Combinatorics of Permutations
Bradley An Introduction to Combinatorial Analysis
Buckley A Friendly Introduction to Graph Theory
Behzad Graphs & Digraphs
Beth Design Theory
Ball Finite Geometry and Combinatorial Applications
Balakrishnan Graph Theory
05-xx Combinatorics
Cameron Designs, Graphs, Codes and their Links
Chartrand Applied and Algorithmic Graph Theory
Claesson Surveys in Combinatorics 2017
Cook Polyhedral Combinatorics
Cornuejols Combinatorial Optimization: Packing and Covering Lecture Notes
De Bruyn An Introduction to Incidence Geometry
Deo Graph Theory with Applications to Engineering and Computer Science
Diestel Graph Theory
Dold The Many Facets of Graph Theory
Dold Theory and Applications of Graphs
Dold Graph Theory and Applications
Even Algorithmic Combinatorics
Erdos Combinatorial Theory and its Applications I
Erdos Combinatorial Theory and its Applications II
Erdos Combinatorial Theory and its Applications III
Flament Applications of Graph Theory to Group Structure
Fishburn Interval Orders and Interval Graphs
Fulkerson Studies in Graph Theory, Part I
Fulkerson Studies in Graph Theory, Part II
Gordon Matroids: A Geometric Introduction
Graver Combinatorics with Emphasis on the Theory of Graphs
Green Combinatorics of Minuscule Representations
Grimaldi Discrete and Combinatorial Mathematics: An Applied Introduction
Hall Combinatorial Theory 2
Harris Graph Theory and Its Applications
Holton A First Look at Graph Theory
Kanovei Canonical Ramsey Theory on Polish Spaces
Kemeny Introduction to Finite Mathematics
Korte Greedoids
Korte Combinatorial Optimization: Theory and Algorithms
Lai Combinatorics & Optimization: Nested Graph Family Decompositions
Lauri Topics in Graph Automorphisms and Reconstruction
Lovasz An Algorithmic Theory of Numbers, Graphs and Convexity
Marcus A Survey of Finite Mathematics
Marshall Applied Graph Theory
McDonough Combinatorics Proceedings of the British Combinatorial Conference 1973
Merris Combinatorics
Motzkin Proceedings of Symposia in Pure Mathematics Volume XIX
Murota Systems Analysis by Graphs and Matroids
Narayana Lattice Path Combinatorics with Statistical Applications
Niven Mathematics of Choice: How to Count Without Counting
Papadimitriou Computational Complexity
Percus Combinatorial Methods
Pereira An Invitation to Web Geometry
Polya Notes on Introductory Combinatorics
Price Graphs and Networks
Roberts Discrete Mathematical Models
Roberts Graph Theory and Its Applications to Problems of Society
Romik Surprising math of longest increasing subsequences
Rosenstiehl Theory of Graphs International Symposium
Rota Studies in Combinatorics Volume 17
Ryser Combinatorial Mathematics
Sane Combinatorial Techniques
Satyanarayana Near Rings, Fuzzy Ideals, and Graph Theory
Sirag ADEX Theory: How the ADE Coxeter Graphs Unify Mathematics and Physics
Stanley Enumerative Combinatorics Volume I
Stanley Combinatorics and Commutative Algebra
Stanton Constructive Combinatorics
Straight Combinatorics: An Invitation
Trudeau Introduction to Graph Theory
Truemper Matroid Decomposition
Wallis Combinatorics: Room Squares, Sum-Free Sets, Hadamard Matrices
Watkins Graphs: An Introductory Approach
West Introduction to Graph Theory
Zhang Circuit Double Cover of Graphs
Ziegler Lectures on Polytopes
Author Title # copies
Abbott Sets Lattices and Boolean AlgebrasAbbott Trends in Lattice TheoryAnderson A First Course in Abstract Algebra Rings,
Groups and FieldsArtin AlgebraBarnard Higher Algebra 3Barnes Abstract Algebra An IntroductionBenson Advances in Representation Theory of
AlgebrasBirkhoff Lattice Theory V.XXVBirkhoff A survey of modern algebraBirkhoff A Brief Survey of Modern AlgebraBlanton Modern College AlgebraBocher Introduction to Higher AlgebraBorofsky Elementary Theory of EquationsChu Jordan Structures in Geometry and Analysis
Chrystal AlgebraCohn Universal AlgebraDeng A Double Hall Algebra Approach to Affine
Quantum Schur-Weyl TheoryDickson Algebras and Their ArithmeticsDubisch Introduction to Abstract AlgebraDudek Algebras of Multiplace FunctionsFehr Algebra Course 1Fine Introduction to Abstract AlgebraGallian Contemporary Abstract Algebra 6Gray A Radical Approach to AlgebraGobel Approximations and Endomorphism
Algebras of Modules V.1Gobel Approximations and Endomorphism
Algebras of Modules V.2Gratzer Lattice Theory First Concepts and
Distributive LatticesGratzer Universal AlgebraHart A Second Course in AlgebraHu Elements of Modern AlgebraHerstein Topics in Algebra 4Hungerford Algebra 2Hungerford Abstract Algebra An IntroductionJacobs Introduction to Coalgera Towards
Mathematics of States and ObservationJudson Abstract Algebra Theory and ApplicationsKelley Introduction to Modern AlgebraLam A first course on non-comutative ringsLang Algebra 2Lanski Concepts in Abstract Algebra
06, 08 Algebra
Lax Modern Algebra and Discrete StructuresLevey The Algebra of Abu KamilMazorchuk Lectures on Algebraic CategorificationMcCoy Introduction to modern algebra 2Mostow Fundamental structures of algebraNagpaul Topics in Applied Abstract AlgebraNicodemi An Introduction to Abstract AlgeraRotman A First Course in Abstract Algebra with
ApplicationsSchlichenmaier Krichever-Novikov Type Algebras Theory
and ApplicationsSethuraman Rings, field, and vector spacesSides Reviews and examinations in algebraSkowronski Representations of Algebras and Related
TopicsSkowronski Frobenius Algebras I Basic Representation
TheoryStrade Simple Lie Algebras over Fields of Positive
Characteristic III. Completion of the Classification
Uspensky Theory of EquationsVan Der Waerden
Modern Algebra V.1 2
Warner Modern Algebra V. 1Warner Modern Algebra V. 2Weiss Higher Algebra for the UndergraduateWhitesitt Principles of Modern Algebra 1
Krause Representation Theory Current Trends and Perspectives
Khovanskii Topological Galois Theory
Hazrat Graded Rings and Graded Grothendieck Groups
Gallian Contemporary Abstract Algebra 4th Edition 4Seshadri Introduction to the Theory of Standard
MonomialsCharpin Finite Fields and Their Applications
Character Sums and PolynomialsLovett Abstract Algebra Structures and
Applications
Author Title #Amir-Moez Classes residues et figures avec ficelle?? Arithmetic groups and authomorphic functions (in Artin Algebraic numbers and algebraic functionsArtin Class field theoryBachman Introduction to p-adic numbers and valuation theoryBadziahin Dynamics and analytic number theoryBugeaud Linear Forms in Logarithms and ApplicationsBurr Unreasonable effectiveness of number theoryCoates The Bloch-Kato conjecture for the Riemann zeta-functionCoates Non-abelian fundamental groups and Iwasawa theoryDiamond Authomorphic forms and Galois representations, v. 1 2Diamond Authomorphic forms and Galois representations, v. 2Dickson Introduction to the theory of numbersDieulefait Arithmetic and geometryEdwards Galois theoryEichler Introduction to the theory of algebraic numbers and
functionsEvertse Unit equations and Diophantine number theoryHalter-Koch Quadratic irrationalsFaber Geometry and arithmeticFlicker Arthur’s invariant trace formula and comparison of inner
forms2
Guy Unsolved problems in number theoryKraft Elementary number theory 2LeVeque Elementary number theoryLong Elementary Introduction to Number TheoryMasser Auxiliary Polynomials in Number TheoryMorris Introduction to arithmetic groupsMullen Handbook of finite fieldsNiven An introduction to the theory of numbers 2Niven Irrational numbers 2Ogilvy Excursions in number theoryQueffelec Diophantine Approximation and Dirichlet SeriesRalph Arithmetic differential operators over p-adic integersRoberts The real number system in an algeebraic settingRotman Galois theorySerre Lectures on N_X(p) 2Silverman Moduli spaces and arithmetic dynamicsStark An introduction to number theorySutton ArithmeticTitchmarsh The zeta-function of RiemannTitchmarsh The theory of the Riemann zeta-functionWeil Number theoryWeiss Algebraic number theory
11 Number theory
11. CryptographyAuthor Title Copies
Denning Cryptography and data security 2Garrett Making and breaking codes. An introduction to
cryptographyKippenhahn Code breaking. A history and explorationMollin An introduction to cryptographySchneier Applied cryptographyTalbot Complexity and cryptography. An introduction
12. Rings, fields, ideals
Rings with InvolutionJacobson The Theory of Rings 3
Lam
Lam
McCoy The Theory of RingsMcCoy Rings and Ideals 2
2
Fontana Factoring Ideals in Integral Domains
Gilmer Mutliplicative Ideal Theory Part 1
Gilmer Mutliplicative Ideal Theory Part 2
Herstein
Laam Lectures on Modules and RingsA First Course in Noncommutative RingsExercises in Classical Ring Theory
Skowronski Frobenius Algebra II
13 Commutative Algebra
Francisco
Francisco
Commutative Algebra V1 3Commutative Algebra V2 2
Lam
Lam
McCoy The Theory of RingsJacobson The Theory of RingsMcCoy The Theory of RingsMcCoy Rings and Ideals
Jacobson The Theory of RingsRings with Involution
McCoy Rings and Ideals
14 Algebraic GeometrySchubert varieties, …
Carlson Period mappingsWalker Algebraic curvesJenner
Skowronski Frobenius Algebra IIProgress in Commutative Algebra 1Progress in Commutative Algebra 2
Fontana Factoring Ideals in Integral Domains
ZariskiZariskiLaam Lectures on Modules and
RingsA First Course in Noncommutative RingsExercises in Classical Ring Theory
Magid The Separable Galois Theory of Commutative Rings
Herstein
Gilmer Mutliplicative Ideal Theory Part 1
Gilmer Multiplicative Ideal Theory Part 2
Buszynsky
Rudiments of algebraic geometry
Moriwaki Arakelov GeometryHormann The Arithmetic Volume of
Orthogonal Shimura VarietiesCaporaso Current Developments in
Algebraic Geometry
Hodge Theory
Valuation Theory in InteractionKerr
Lang
Fulton
Eisenbud Commutative Algebra and Noncommutative Algebraic Geometry I
Eisenbud Commutative Algebra and Noncommutative Algebraic Geometry II
Eisenbud Commutative Algebra and Noncommutative Algebraic Geometry II
CattaniPragacz Contributions to Algebraic
GeometryKawamata Derived Categories in
Algebraic GeometryPapadopoulos
Handbook of Teichmuller Theory III
Papadopoulos
Handbook of Teichmuller Theory IV
Papadopoulos
Handbook of Teichmuller Theory V
Papadopoulos
Handbook of Teichmuller Theory VI
CampilloRecent Advances in Hodge Theory
Skorobogatov
Torsors, Etale Homotopy and Applications to Rational Points
Introduction to Algebraic Geometry
Stix Rational Points and Arithmetic of Fundamental Groups
Brodmann Local CohomologyBrambila-Paz
Moduli Spaces
Categorical Framework for the Study of Singular Spaces (Russian)
Hirzebruch Topological Methods in Algebraic Geometry (Russian)
Corvaja Integral Points on Algebraic Varieties – An Introduction to Algebraic Geometry
Lang
15 Linear Algebra. MatricesLinear algebra done right
Bowen 2
Brown
Eves Elementary matrix theoryLinear algebra & Matrix theory
Trotter
Anton Applications of Linear Algebra
Exploring Linear Algebra
Hague
Lectures on Linear AlgebraLinear AlgebraLinear Algebra 2
Vector Analysis
Advanced Linear Algebra
Gilbert Elements off Linear Algebra
Arithmetic Compactifications of PEL-Type Shimura Varieties
Voisin Chow Rings, Decompositions of the Diagonal, and the Topology of Families
AxlerIntroduction to tensors and vectors, v. !A Second Course in Linear Algebra
Nering
Multivariable Mathematics – Linear Algebra Calculus Differential Equations (Second Edition)Multivariable Mathematics – Linear Algebra Calculus Differential Equations (Fourth Edition)
ArangalaForsythe Computer Solution of Linear
Algebraic Systems An Introduction to Vector Analysis
Akivis An Introduction to Linear Algebra and Tensors
Gel’fandShilovLipschutzkreider an Introduction to Linear
analysisSpiegelShilov An Introduction to the Theory
of Linear SpacesCooperstein
Johnson Vector AlgebraSmith
Shields
Linear AlgebraLeon 4
Linear Algebra and GeometrySamuelson
Elementary Linear AlgebraVector AnalysisVector AnalysisVector CalculusVectors and Matrices
Brand Vector and Tensor AnalysisVectors and MatricesDeterminants and Matrices
Kirkland
Vector AnalysisMartin Vector and Tensor AnalysisBronson Matrix Operations
Matrix and Tensor Calculus
McConnell
Theory of Matrices
Linear AlgebraElementary Matrices
Eves Elementary Matrix Theory
Cullen
Linear Algebra (Second Edition)Elementary Linear Algebra (Third Edition)
FriedberegLinear Algebra with Applications
KaplanskyAn Introduction to Linear Algebra
KolmanBourneHsuTrombaMacDuffee
MacDuffeeAitken
Group Inverses of M-Matrices and Their Applications
Newell
MichalAvrachenkov
Analytic Pertubation Theory and its ApplicationsApplications of Tensor Analysis
PearlisBhattocharya
In the Matrix Mould
IsaakFrazer
Lemmens Nonlinear Perron-Frobenius Theory
Boullion An Introduction to the Theory of Generalized Matrix InvertibilityMatrices and Linear Transformations (Second Edition)
Matrices and DeterminantsMarcus
Thrall Vector spaces and matrices
16 Associative rings and algebras
Rings and Ideals
Stoll Linear Algebra and Matrix Theory
SwokowskiBasic Theorems in Matrix Theory
Zhang Matrix analysis and applications
McCog
18 Category theory. Homological algebraAUTHOR TITLE COPY
Bergner The homotpy type of (\infty,1) categories
Dundas Local Structure of Algbraic K-Theory
Gurski Coherence in Three Dimensional Category Theory
Riehl Categorical Homotopy Theory
Serre Lectures on N_x(p)
Simpson Homotopy Theory of Higher Categories
Spivak Category Theory for the Sciences
20 Groups, representationsAUTHOR TITLEAdams lectures on Lie groupsBray The Maximal Subgroups of the low
dimensional Finite Classical GroupsBreuillard Thin Groups and Superstrong
ApproximationBrieon le3ctures on the structure of algebraic
groups and geometric applicationsBroaddus Topological Methods in Group TheoryCarMichael Groups of Finite OrderCecherini-Silberstein
Representation Theory and Harmonic Analysis of Wreath Products of Finite Groups
Chari A guide to quantum groupsChiswell A Universal Construction for Groups
Acting Freely on Real TreesConrad Pseudo-reductive Groups
ConradClassification of Pseudo-reductive Groups
Curtis Representation theory for finite groups and associative algebras
Dold Lie Group Representations IIIFlicker Arthur's Invariant Trace Formula and
Comparison of Inner FormsGinzburg Algebraic Theory of Automata
GorensteinThe classification of the finite simple groups, Number 7
GorensteinThe classification of the finite simple groups, Number 8
Hall The Theory of GroupsHermann Geometric Structures in Nonlinear
PhysicsHermann Constrained Mechanics and Lie TheoryHermann Lie-Cartan-Ehresmann TheoryHusain Introduction to Topological GroupsJacobson Lie algebras
Kac Infinite dimensional Lie algebrasKaniuth Induced representations of locally
compact groupsKassel Quantum groupsKatok Rigidity in Higher Rank Abelian Group
Actions
KessarLocal Representation Theory and Simple Groups
KosyakRegular, Quasi-regular and Induced Representations of Infinite-dimensional
Ledermann Introduction to the Theory of Finite Groups
MarquisAn Introduction to Kac-Moody Groupsover Feilds
Meinrenken Clifford Algebras and Lie TheoryMuhlherr Descent in Buildings
PrasadRepresentation Theory: a combinatorialviewpoint
Rotman The Theory of Groups: An IntroductionSchiffler Quiver RepresentationsSchensted On the Application of Group Theory to
Quantum MechanicsSengupta representing finite groups. A semisimple
introductionSnobl Classification and Indentification of Lie
AlgebrasKoen Thas A Course on Elation QuadranglesTotaro Group Cohomology and Algebraic Cycles
Varadarajan Harmonic Analysis on Real Reproductive Groups
26 Real functions measure theory AUTHOR TITLE CO
PYAnderson Sets, Sequences and Mappings 2
Apostol Mathematical analysis
Asplund A first course in integration
Bartle Introduction to Real AnalysisBeckenbach Inequalities
Blank Problems in calculus and analysis
Boas A Primer on Real Functions
Borofsky Elementary Theory of Equations
Bromwitch Theory of infinite series
Brown An Introduction to Anlaysis
Bruckner Real analysis
Buck Studies on Modern Analysis 2
Bruckner Real Analysis
Burn Numbers and Functions
Courant Differential and Integral Calculus v1
Davidson Real Analysis with Real Applications
Dieudonne Foundations of Modern Analysis
Exner Inside Calculus
Ferrar Convergence
Fleming Functions of Several Variables
Florescu Young Measures and Compactness in Measure Spaces
Freeden Geomathematically Oriented Potential Theory
Friedman Foundations of Modern Analysis 2
Garling A Course in Mathematical AnalysisGelbaum Counterexamples in Analysis
Godement Analysis
Goffman Real functions
Graves Theory of Functions of Real Variables
Heider Theoretical analysis
Hewitt Real and Abstract Analysis 2
Hirschman Studies in Real and Complex Analysis
Hobson The Theory of Functions of a Real Variable v1
Hobson The Theory of Functions of a Real Variable
Hrbacek Analysis with Untrasmall Numbers
Kazarinoff Analytic inequalities
Kirkwood An Introduction to Anlaysis 2
Konig Measure and Integration
Kumar A Basic Course in Real Analysis
Kythe Sinusoids
Labarre Intermediate mathematical analysis
Marsden Elementary Classical Analysis
Monroe Introductory Real Analysis 2
Morgan Geometric Measure Theory 2
Nickerson Advanced Calculus
Polya, Szego
Aufgaben und Lehrsatze aus der Analysis, v. 1
Polya, Szego
Problems and theorems in analysis, v.1
Polya, Szego
Problems and theorems in analysis, v.2
Perea Topics in Critical Potential Theory
Protter A First Course in Real Analysis 2
Pfeffer The Divergence Theorem and Sets of Finite Perimeter
Rado Length and Area
Reed Fundamental Ideas of Analysis 3
Royden Real Analysis 3
Rudin Real and Complex Analysis
Rudin Principles of Mathematical Anlaysis 2
Ruckle Modern Analysis
Saks Theory of the Integral 2
Salamon Measure and Integration
Schilling Berenstein Functions
Scott Differential and Integral Calculus 2
Scott Calculus of Several Variables
Shervatov Hyperbolic FunctionsShilov Elementary real and complex analysis
Stewart Calculus Concepts and Contexts
Taylor General Theory of Functions and Functions and Integration
Taylor Introduction to measure and integration 2
Townsend Introduction to Real Variables
Wade An introduction to analysis
White Real Analysis: An Introduction
Whittaker A course of Modern Anlaysis 3
Ziemer Modern real analysis
30 Complex variables. Potential theoryAUTHOR TITLE COP
YAlfors complex analysis
Ash Complex Variables
Asmar Applied Complex Analysis with PDEs 2
Baker Abelian Functions
Bruna Complex Analysis
Burkhard Theory of Functions of a Complex Variable
Cavalieri Rimemann Surfaces and Algebraic Curves
Churchill Complex Variables and Applications 4
Churchill An Introduction to Complex Variables and Applications
Conway Functions of One Complex Variable 4
Copson Theory of Functions of a Complex Variable 3
Evgrafov Analytic Functions
Garnett Harmonic Measure
Hallenbeck Linear Problems and Convexity Techniques in Geometric Function Theory
Hayman Subharmonic functions
Helms Introduction to potential theory
Henrici Applied and Computational Complex Analysis v1
Henrici Applied and Computational Complex Analysis v2
Henrici Applied and Computational Complex Analysis v3
Hille Analytic function theory
Kaplan Introduction to Analytic Functions
Kellogg Foundations of Potential Theory
Knopp Theory of Functions Part 1 2
Knopp Problem Book V1 3
Kober Dictionary of Conformal Representations
Krantz Complex analysis: the geometric viewpoint
Levinson Complex Variables
Markushevich
Theory of Functions
Markushevich
Theory of Functions of a Complex Variable v1
Markushevich
Theory of Functions of a Complex Variable v2
Mathews Complex Analysis for Mathematics and Engineering
Needham Visual Complex Analysis
Nehari Conformal Mapping 2
Poulin Lecons d’analyse classique
Rudin Real and Complex Analysis 2
Saff Fundations of complex analysis
Sheinman Current Algebras in Riemannian Manifolds
Spiegel Complex Variables 4
Springer Riemann Surfaces
Sternberg Theory of Potential
Titchmarsh The theory of functions
Vallee Poussin
Cours d’analyse, v. 1
Volkovysky Problems in the Theory of Functions of a Complex Variable
Xiao Geometric Qp Functions
32 Several complex variables and analytic spacesAuthor Title CopyAlexakis, The Decomposition of Global Conformal InvariantsChern, S.S. Complex Manifolds Without Potential TheoryChern, S.S. Complex Manifold Lectures at The University of Fornaess, John Several Complex Variables: Proceedings of The
Greiner, P.C. Estimates For The Neumann ProblemGuedj, Vincent Degenerate Complex Monge-Ampere EquationsKomatsu, Gen Analysis and Geometry in Several Complex Krantz, Steven Function Theory of Several Complex VariablesRudin, Walter Function Theory in PolydiscsSaint-Gervais,
Uniformization of Riemann Surfaces Revisiting a
Stoll, Manfred Harmonic and Subharmonic Function Theory on
34 ODEsAuthor Title Co
pies
Agnew Differential EquationsBateman Differential EquationsBirkhoff Ordinary Differential EquationsBlanchard Differential Equations 2Boyce Elementary Differential equations and
Boundary Value Problems2
Bronson Differential EquationsBruno Painlevé Equations and Related TopicsCoddington
Theory of Ordinary Differential Equations
Cohen Differential EquationsConkwright
Differential Equations
Davis Introduction to Nonlinear Differential and Integral Equations
Djebali Solution Sets for Differential Equations and Inclusions
Dobrushikin
Applied Differential Equations
Edwards Differential Equations and Boundary Value Problems
Farlow Differential Equations & Linear AlgebraHartman ODEsHenrici Discrete Variable Methods in Ordinary
Differential EquationsHietarinta Discrete Systems and IntegrabilityInce Ordinary Differential EquationsInce (2) Ordinary Differential EquationsJohn Ordinary Differential EquationsMagnus Hill’s EquationLefschetz Differential equations: geometric theoryLefschetz Contributions to theory of nonlinear
oscillationsLeighton Ordinary Differential EquationsLevitan Inverse Sturm-Lioville ProblemsMartin Elementary Differential EquationsPhillips Elementary Differential EquationsPiaggio Differential EquationsPolking Differential Equations with Boundary Value
Problems3
Rabenstein
Introduction to Ordinary Differential Equations
Radhika Approximate Analytical Methods for Solving Ordinary Differential Equations
Simmons Differential equations with applications and historical notes
Wirkus A Course in Ordinary Differential Equations
35 PDEsAuthor Title
Adzievski 2
Agmon Lectures on elliptic boundary value problemsAndrews
Articolo
Berg Elementary partial differential equationsPartial differential equations
BieberbachBloom
Caffarelli Fully non-linear elliptic equationsCannon Inverse problems
ChernColton Inverse problems in PDEsColton Invariant imbedding and inverse problemscopson partial differential equations
Methods of mathematical physics, v. I 2
Methods of mathematical physics, v. II 2
crank Free and moving boundary problemsDold
Duchateau partial differential equationsDuffy
Fourier integral operatorsDuvaut Inequalities in mechanics and physicsElliott
Faou
Farlow
FigalliFokas Unified Transform for boundary value problemsFolland Introduction to partial differential equations 3Friedman partial differential equations 3Gilbarg Elliptic PDEs of second order 2Garabedian PartiAL DIFFERENTIAL EQUATIONS 2Haberman 2
CopiesIntroduction to partial differential equations for
scientists and engineers using mathematica
Elementary partial differential equations with boundary value problemsPartial differential equations and boundary value problems with Maple V
Bers/John/Schechter
Theorie der Gew\”onlichen DifferentialgleichungenIll-posed problems for integro differential equations in mechanics and electromagnetic theory
Caratheodory
calculus of variations and partial differential equations of the first orderSeminar on nonlinear partial differential equations
Courant/HilbertCourant/Hilbert
Singularities and constructive methods for their treatment
Transform methods for solving partial differential equations
Duistermaat
Weak and Variational methods for moving boundary problemsgeometric numerical integration and schrodinger equationspartial differential equations for scientists and engineers
The Monge-Ampere Equations and its applications
Elementary applied partial differential equations with Fourier series and boundary value problems
Hadamard
Haldar
Hassi Operator methods for boundary value problemsHebey
Hellwig Partial differential equations. An introduction
Hormander
Hormander Linear partial differential operators
Humi
Ikawa Hyperbolic partial differential equationsJeffrey Asymptotic methods in nonlinear wave theoryJohn Partial differential equations 2John
Lax
Miranda partial differential equations of elliptic typeKashiwara Regular and irregular holonomic D-modulesKeller
Kevorkian
kinderlehrer
Lax partial differential equationsLax scattering theory for automorphic functionsLewis
Li
Li Physics and partial differential equationsLi Solutions of nonlinear differential equationsLieberman Oblique derivative problems for elliptic equationsLions
Lions
Lions
McOwen
Miranda
Miller Encyclopedia of mathematics: special functions
Lectures on Cauchy's problem in linear partial differential equationsDecomposition Analysis Method in linear and nonlinear differential equations
Compactness and stability for nonlinear elliptic equations
Seminar on singularities of solutions of linear partial differential equations
Boundary Value problems and partial differential equations
Nonlinear wave equations. Formation of singularitiesHyperbolic systems of conservation laws and the mathematical theory of shock waves
Bifurcation theory and nonlinear eigenvalue problems
partial differential equations---analytic solutions techniques
An introduction to variational inequality and their applications
regularity estimates for nonlinear elliptic and parabolic problemsInvariant manifolds and Fibrations for Perturbed Nonlinear Schodinger Equations
Non-homogeneous boundary value problems, problems I
Non-homogeneous boundary value problems, problems IINon-homogeneous boundary value problems, problems III
partial differential equations---methods and applicationspartial differential equations 2nd edition
Meyer
Moon partial differential equationsMorawetz
Mugnolo
Myint-U
Payne Improperly posed problems in PDEs
Protter Maximum principles in differential equations
Rogers An introduction to partial differential equationsRoach
Rubinstein The Stefan problemSharma
Smoller shock waves and reaction-diffusion EquationsSneddon Partial differential equationsStakgold
Taira
Taylor Partial differential equations I basic theoryTaylor
TaylorTreves Basic linear PDEsTroutmanTychonov
Weinberger A first course in partial differential equations 2
Zauderer 2
The Cauchy Problem for non-lipschitz semi-linear parabolic partial differential equations
Notes on time decay and scattering for some hyperbolic problemsSemigroup Methods for evolution equations on networksPartial differential equations of mathematical physics
Green’s functions 2nd edition
Quasilinear hyperbolic systems, compressible flows and waves
boundary Value problems of mathematical physics volume IAnalytic semigroups and semilinear initial boundary value problems, 2nd edition
Partial differential equations II qualitative studies of linear equationsPartial differential equations III nonlinear equationsBoundary Value problems of applied mathematicsHoldeb-day series in mathematical physics partial differential equations of mathematics physics
Zachmanoglou
Introduction to partial differential equations with applicationspartial differential equations of applied mathematics
author title #Arnold Catastrophe theoryCalogero Isochronous systemsEllis Authomorphisms and equivalence
relations in topological dynamicsGulick Encounters with chaos and
dynamicsGuo Infinite dimensional dynamical
systems in atmospgeric and oceanic science
Hou Dynamical systems, differential equations and applications
Leonov Strange attractors and classical stability theory
Martynyuk Uncertain dynamical systemsMartynyuk Weakly connected nonlinear
systemsMilani An introduction to semiflowsNarang-Siddarth
Nonlinear time scale systems …
Nelson Topics in dynamical systems: I. Flows
Nipp Invariant manifolds in discrete and continuous dynamical systems
Ott Chaos in dynamical systemsPercival Introduction to dynamicsPeskir Lectures on uniform ergodic
theoremsPoston Catastrophe theory and
applicationsPutnam Cantor Minimal SystemsRoberts Model Emergent Dynamics in
Comlex SystemsRuette Chaos on the IntervalSorrentiono
Action-minimizing methods in Hamiltonian dynamics
Strogatz Nonlinear dynamics and chaosTemam Infinite dimensional dynamical
systems in mechanics and physicsUpadhuay Intgroduction to mathematical
modeling and chaotic dynamics
37 Dynamical systems and ergodic theory
Sheet1
author title #Bleistein Asymptotic expansions of integralsBoole The calculus of finite differencesBromwich Theory of infinite seriesBruijn Asymptotic methods in analysisDavies Integral Transforms and Their ApplicationsDebnath Integral transforms and ther applications 2Dienes The Taylor seriesDold Fractional calculus and its applicationsErdelyi Asymptotic expansions 2Goldberg Introduction to difference equationsHardy Divergent seriesHardy Fourier seriesHoll Introduction to Laplace transformHirschman Infinite seriesHydon Difference equations by differential equations methods
Jolley Summation of seriesKnopp Infinite series and sequences 2Krasnov Problems and exercises in integral equationsLovett Linear integral equationsMarkoe Analytic TomographyMiller Nonlinear Volterra integral equationsMoore Summable series and convergence factorsNoble Wiener-Hopf equationsPipkin A course on integral equationsPowell Approximation theory and methodsRamm TomographySrivastava Convolution integral equationsTricomi Integral equations 2
Uhlmann Inverse Problems and Applications, Inside Out IIWing A premier on integral equations of the first kind
Yosida Lectures on differential and integral equations
39-41, 44, 45 sequences, series, finite diff., asymptotic methods,integral equations and transforms
Author Title #Benedetto Harmonic analysis and applicationsCarslaw Intro. To theory of Fourier seriesChurchill Fourier series and boundary value
problemsConstantin Fourier analysis, v. 1Daubechies Ten lectures on waveletsDeVito Harmonic analysis. A gentle
introductionDym,McKean
Fourier series and integrals
Franklin Fourier methods 2Grafakos Classical and modern Fourier analysis
Hewitt Abstract harmonic analysis, v. 1Jackson Fourier sewries and orthogonal
polynomialsJames A student’s guide to Fourier
transformsKorner Fourier analysisLevinson Gap and density theoremsMeyer WaveletsNajmi WaveletsReed & Simon
Fourier analysis, self adjointness
Schaum Fourier analysis
Stein&WeissIntroduction to Fourier analysis on euclidean spaces
Street Multi-parameter singular integralsTolstov Fourier series 3
Van AsecheOrhogonal polynomials and Painleve equations
42 & 43 Harmonic analysis
Author Title #
Adams Sobolev spaces 3Albiac Topics in Banach Space TheoryAttouch Variational analysis in Sobolev and BV
spacesBanks A functional analysis framework for
modeling, estimation, and control in science and engineering
Bartle Studies in functional analysisCiarlet Linear and Nonlinear Functional Analysis
with ApplicationsDold Probability in Banach spacesDunford Linear operators. Part IDunford Linear operators. Part IIFarmakis Fixed point theorems and their
applicationsFriedlander Introduction to the theory of distributions
Gelfand Generalized functions v. 1 Properties and operations
Gelfand Generalized functions v. 2 Spaces of test and functions and distributions
2
Gelfand Generalized functions v. 3. Theory of differential equations
Gelfand Generalized functions v. 4 Applications of harmonic analysis
Gelfand Generalized functions v. 5 Integral geometry and representation theory
Glazman Finite Dimensional Linear AnalysisGriffel Applied functional analysisHalmos A Hilbert space problem bookHalmos Introduction to Hilbert space and spectral
multiplicityHeinonen Sobolev spaces on metric measure
spacesHille Methods in classical and functional
analysisHoffman-Jorgensen
Probability in Banach spaces
Kolmogorov & Fomin
Functional analysis v. 1
Kolmogorov & Fomin
Functional analysis v. 2
Lacey Notes in Banach spaces
46 Functional analysis
Lacey The isometric theory of classical Banach spaces
Milne Applied functional analysis. An introductory treatment
Nirenberg Functional analysis (Notes)Nirenberg Topics in nonlinear functional analysis
(Notes)Padgett Laws of large numbers for normed linear
spacesPaulsen An introduction to the theory of
reproducing kernel Hilbert spacesPeressini Ordered topological vector spacesPinkus Ridge FunctionsPisier Volume inequalities in the geometry of
Banach spaces (Notes)Pisier Probabilistic methods in the geometry of
Banach spaces (Notes)Pisier Martingales in Banach Spaces 2Pshenichnyi
Necessary conditions of extremum
Reed & Simon
Functional analysis
Riesz/Nagy
Functional analysis
robertson topological vector spacesRobinson Non-standard analysisSakai C*-Algebras and W*-AlgebrasSchuster Regularization methods in Banach spaces
Shilov Elementary functional analysisTriebel tempered homogenious function spacesTriebel Faber systems and their use in samplingTriebel Function Spaces with Dominating Mixed
SmoothnessVakhania Probability distributions on Banach spaces
Vath Topological analysisWilansky Functional analysisYosida Functional analysisZeidler Applied functional analysis. Applications to
math.physics2
Zeidler Nonlinear functional analysis and its applications. V. 1
Zemanian Distribution theory and transform analysis
Author Title #
Arendt Spectral theory, math. Systems theory, evolution equations, differential and difference equations
Akhiezer theory of linear operators in hilbert space v. 1
Akhiezer theory of linear operators in hilbert space v. 2
Berezanskii
Expansions in eigenfunctions of selfadjoint operators
2
Bunimovich
Isospectral transformations
Dittrich Functional analysis and operator theory for quantum physics
Dixmier Les c* algebras et leurs representations
Friedrichs Spectral theory of operators in Hilbert space
2
Garcia Introduction to model spaces and their operators
Goldberg Unbounded linear operatorsJohnson The Feynman integral and
Feynman’s operational calculusPaulsen Completely bounded maps and
operator algebrasPisier Factorization of linear operators
and geometry of Banach spacesPopa Classification of subfactorrs and
their endomorphismsRaymond States of the magnetic
Schroedinger operatorReed & Simon
Analysis of operators
Schmeidler Linear operators in Hilbert space
Simon Trace ideals and their applications
Simon Szego theorem and its descendants
Sinha Theory of semigroups and applications
Sunder Operators on Hilbert space
47 Operator Theory
author title #
Ammari Evolution equations. Long time behavior and control
Arora Optimization 2Beck Introduction to nonlinear optimization.
Theory, algorithms, and applications with MATLAB
Beck first-order methods in optimizationBekiaris-Liberis Nonlinear control under nonconstant
delaysBellman Adaptive control processesBerkovitz Nonlinear optimal control theoryBerge Programming, games, transportation
networksBirqin Practical augmented Lagrangian methods
for constrained optimizationBlecherman Semidefinite optimization and covex
algebraic geometryBrickman Mathematical introduction to linear
programming and game theoryCherkaev Variational methods for structural
optimizationChurchill Operational mathematicsCourant Calculus of variations (Notes)Dantsig Studies in optimization 2Dym Mathematical methods in systems,
optimization, and controlEwing Calculus of variations and applicationsFicken The symplex method of linear
programmingFox An introduction to calculus of variationsGaroche Formal verification of control systems
softwareGass Linear programming 2Gelfand Calculus of variationsGiaquinta Multiple integrals in calculus of variations
and nonlinear elliptic systemsGoos Conference on optimization techniques.
Part 1Guenn A gentle introduction to optimizationHimmelblau Aplied nonlinear programming
49 Calculus of variations. Optimization. 90 Operations res. Math programming 93
System theory. Control
Jarzebowska Model-based tracking control of nonlinear systems
Kinderlehrer An introduction to variational inequalities and their applications
Kutz Dynamic mode decompositionLange MM Optimization algorithmsLasserre An introduction to polynomial and semi-
algebraic optimization2
Fiacco Nonlinear programmingMacCluer Calculus of variations. Mechanics, control,
and other applicationsNewhauser An introduction to dynamic programmingMcLachlan Modern operational calculusMichiels Stability, control, and computation for time-
delay systemsMorrey Multiple integrals in calculus of variationsOgata Discrete time-control systemsOllivier Optimal transportation. Theory and
applicationsOsmolovskii Applications to regular and bang-bang
controlSagan Introduction to calculus of variationsShapiro Lectures on stochastic programmingSzeg\”o Minimization algorithmsTodd Minimum-volume ellipsoids: theory and
algorithmsToth Vehicle routingVajda The theory of games and l;inear
programmingvon Lanzenauer
Cases in operations research
Weinstock Calculus of variations
author title #
Alberge Eighteen Essays in Non-Euclidean GeometryAlbert Solid analytic geometryBaragar A survey of classical and modern
geometryBlau Foundations of Plane GeometryBocher Plane analytic geometryBubb Descriptive geometryBerelle Geometry. Theorems and
constructionsCoxeter Non-Euclidean geometryCroft Unsolved problems in geometryEves College GeometryDavis Analytic geometryFine coordinate geometryFuller Analytic geometryGreenberg Euclidean and non-euclidean
geometry. Development and history2
Hartshorne Foundations of projective geometry
Henderson Experiencing geometry on plane and sphere
Isaacs Geometry for college students 2Kazarinoff Geometric inequalitiesLarkins Essentials of descriptive geometryLevi Foundations of geometry and
trigonometryMillar Descriptive GeometryMoise Elementary geometry from
advanced standpointNichols Analytic geometry 2Scherk Rudiments of plane affine geometry
Seidenberg
Lectures in projective geometry
Sisam Analytic geometrySmart Modern geometry 4Taylor Plane and spherical trigonometryTaylor Subsets of the plane: plane analytic
geometryTryon Elementary geometry for collegeUmble Transformational plane geometryWallace Roads to geometryWentworth Plane and solid geometryWylie Foundations of geometryYaglom Convex figures
50 geometry 52 Convex and discrete
Young projective geometry 2
author title #Adachi Prospects of differential geometry and
related fieldsBerndt Submanifolds and holonomyBishop tensor analysis on manifoldsBlanoeil Singularities and geometry and topology.
Stratsbourgh 2009Bojarski Infinitesimal geometry of conformal and
quasiconformal …Bolte Hyperbolic geometry and applications in
quantum chaos and cosmologyBoothby An introduction to differentiable manifolds
and Riemannian geometryBourguignon
A spinorial approach to Riemannian and conformal geometry
Brakke The motion of a surface by its mean curvature
Bredon Topology and geometryBunge Synthetic Differential TopologyCarinena Geometry from dynamics, classical and
quantumde Carmo Differential geometry of curves and
surfacesCartan Geometrie des espaces de RiemannCartan The theory of spinorsCasas-Alvero
Analytic projective geometry
Cheeger Comparison theorems in Riemannian geometry
Chen Geometry of submanifoldsCheng Finsler geometryChern Topics in differential geometry (Notes)Chern Differentiable manifolds (Notes)Colding Minimal surfacesDarling Differential forms and connectionsFlanders Differential forms with applications to
physical sciencesFowler The elementary differential geometry of
plane curvesFowler Differential geometryGriffiths Differential systems and isometric
embeddingsGray Modern differential geometry of curves
and surfacesGu Computational conformal geometryHelgason Geometric analysis on symmetric spaces
Hicks Notes on differential geometry
54 Differential geometry
Hubbard Vector calculus, linear algebra, and differential forms. A unified approach
Klingenberg
Lectures on closed geodesics
Kobayashi Foundations of differential geometry. v.1Kobayashi Foundations of differential geometry. v.2Kovalskii generalized symmetric spaces (in
Russian)Lass Vector and tensor analysislawson Spin geometryLovelock Tensors, differential forms, and
variational principlesLipschutz Differential geometryMcConnell Applicat5ions of tensor analysisMiller Lecture notes on O-minimal surfaces and
real analytic geometryMunkres Elementary differential topologyO’Neill Semi-Riemannian geometry 3Oprea Differential geometry and its applications 2
Osserman A survey of minimal surfacesPapadopoulos
Handbook on Hilbert geometry
Parker MathTensorPSPM v. 27, Differential geometrySimmonds A brief on tensor anal;ysisSnyaticky Differential geometry of singular spaces
and reduction of symmetrySpivak Differential geometry, v. 1Spivak Differential geometry, v. 2Spivak Differential geometry, v. 3Spivak Differential geometry, v. 4Spivak Differential geometry, v. 5Taimanov Lectures on differential geometryUdriste Problems of linear algebra, analytic and
differential geometry, and differential equations
Von Westenholz
Differential forms in mathematical physics
Weyl The concept of a Riemann surfaceYau Seminar on differential geometry
54 General topologyAuthor Title Copi
esAlexandroff Elementary Concepts of TopologyAdams Introduction to topologyArnold Intuitive concepts in elementary topologyAult Understanding TopologyBaker Introduction to topologyBarr Experiments in topologyBasener Topology and its applicationsBourbaki General Topology (Part 1) 2Bourbaki General Topology (Part 2) 2Buskes Topological spacesCairns Introductory TopologyCullen TopologyDavis Topology 2Dugundji TopologyGaal Point Set TopologyGoodman Beginning topology 2Goubault-Larrecq
Non-Hausdorff Topology and Domain Theory
Greever Theory and Examples of Point-Set Topology
Hilton Studies in Modern TopologyHocking TopologyHolden Elements of General TopologyHu Elements of General TopologyKanovei Canonical Ramsey Theory on Polish
SpacesKasriel TopologyKrantz Essentials of topology with applicationsKelley General topology 2Kuratowski Topology v. 1Lipschutz Theory and Problems of General Topology
Moore Foundations of Point-Set TopologyMoore Elementary General Topology 2Pervin Foundations of General TopologyRoseman Elementary topologySieradski An introduction to topology and homotopy
Sentilles A Bridge to Advanced MathematicsSierpinski General TopologySimmons Introduction to Topology and Modern
Analysis
Singer Lecture notes on elementary topology and geometry
Singh Elements of topologySteen Counterexamples in topology
55 Algebraic topologyAuthor Title cop
ies
Abraham Lectures of Smale on Differential TopologyAravinda Geometry, Topology, and Dynamics in Negative
CurvatureArtin Introduction to algebraic topologyBlanloeil Singularities in Geometry and TopologyBorsuk Theory of RetractsBredon Topology and geometryCooke Homology of Cell ComplexesDodson Geometry in a Frechet ContextDupont Scissor congruences, group homology and
characteristic classesEilenberg Foundations of Algebraic TopologyFelix Rational Homotopy Theory (Volume 2)Greenberg Lectures on algebraic topology 2Hilton Homology TheoryHilton An introduction to Homology TheoryHu Theory of RetractsHudson Piecewise Linear TopologyKalajdzievski
Topology and Homotopy
Latschev Free Loop Spaces in Geometry and Topology
Lefschetz TopologyLefschetz Algebraic Topology 2Massey Algebraic Topology: an introductionMcDuff J-holomorphic Curves and Symplectic Geometry
Milnor Characteristic classesShastri Basic Algebraic Topology 4Spanier Algebraic TopologySteenrod The Topology of Fibre BundlesSummers New Scientific Applications of Geometry and
TopologyWhyburn Analytic Topology
60 Probability and stochastic processesArcones On the Asymptotic Theory of the BootstrapBarthe Inegalites Fonctionnelles et Geometriques Obtenues
par Transport des MesuresBleher Random Matrices and the Six-Vertex ModelCaines Linear Stochastic SystemsChroin Stochastic Tools in Mathematics and ScienceChow Stochastic Partial Differential EquationsGobet Monte-Carlo Methods and Stochastic ProcessesDevore Probability and StatisticsDoyle Random Walks and Electric NetworksDubhashi Concentration of Measure for the Analysis of
Randomized AlgorithmsDuda Pattern Classification and Scene AnalysisDurrett The Essentials of ProbabilityDurrett The Essentials of Pobability (Solutions Manual)Feller An Introduction to Probability Theory and its
ApplicationsFernique Fonctions Aleatoires Gaussiennes, Vecteurs
Aleatoires GaussiensFernique Gaussian Random Vectors and their Reproducing
Kernel Hilbert SpacesFranz Probability on Real Lie AlgebrasGangolli Discrete Probability Georgii Stochastics (Introduction to Probability and Statistics)
Gine Lectures on Some Aspects of the BootstrapGnedenko Limit Distributions for Sums of Independent Random
VariablesHelstrom Probability and Stochastic Processes for Engineers
Hoel Introduction to Probability TheoryHoel Intorduction to Stochastic ProcessesHogg Probability and Statistical InferenceHolland Unsteady State Processes with Applications in
Multicomponent DistillationHunt Percolation Theory for Flow in Porous MediaJacod Discretization of ProcessJain Notes on Gaussian ProcessesJain Continuity of Subgaussian ProcessesJentzen Taylor Approximations for Stochastic Partial
Differential EquationsKallianpur Stochastic Filtering Theory
Khrennikov Probability and Randomness
Khinchin Mathematical Foundations of Information TheoryKingman On the Algebra of QueuesLarsen An Introduction to Probability and its ApplicationsLoeve Probability TheoryMalyarenko Invariant Random Fields on Spaces with a Group
ActionMeyer Processes de Markov
Meyer Introductory Probability and Statistical ApplicationsNiven Mathematics of Choice (How to Count without
Counting)Nourdin Selected Aspects of Fractional Brownian MotionOksendal Stochastic Differential Equations
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Elements of statistical inference
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