Embed Size (px)
Citation preview
List of books
on
Mathematics (Available in the library)
Library
Indian Institution of Technology
Gandhinagar
2 | P a g e
1. Acheson, D. J. (2010). 1089 and all that: a journey into mathematics. Oxford: Oxford
Univ. Press.
510 ACH 016390
2. Adler, R. J., & Taylor, J. E. (2007). Random fields and geometry. New York: Springer.
519.23 ADL 020805
3. Agarwal, R. P., Meehan, M., & O’Regan, D. (2001). Fixed point theory and applications.
Cambridge, UK ; New York, N.Y., USA: Cambridge University Press.
515.7248 AGA 018392
4. Akerkar, R. (2008). Discrete mathematics. Noida, India: Pearson.
512.1 AKR 005602
5. Alcock, L. (2013). How to study for a mathematics degree. Oxford: Oxford University
Press.
510.711 ALC 015949
6. Ammari, H. (2015). Mathematical methods in elasticity imaging. Princeton ; Oxford:
Princeton University Press.
531.382 AMM 021695
7. Anderson, J. M. (2005). Mathematics for quantum chemistry. Mineola, NY: Dover
Publication.
541.28 AND 000934
8. Anthony, M., & Biggs, N. (2000). Mathematics for economics and finance: methods and
modelling. Cambridge: Cambridge University Press.
330.0151 ANT 002038
9. Arnolʹd, V. I. (1997). Mathematical methods of classical mechanics (2nd Ed). New
York: Springer.
531 ARN 019369
10. Ascher, M. (2002). Mathematics elsewhere: an exploration of ideas across cultures.
Princeton, N.J.: Princeton University Press.
510 ASC 014768
3 | P a g e
11. Athreya, K. B., & Lahiri, S. N. (2006). Probability theory. New Delhi: Hindustan Book
Agency.
519.2 ATH 020308
12. Atkinson, K. E., & Han, W. (2009). Theoretical numerical analysis: a functional
analysis framework (3rd Ed.). Dordrecht ; New York: Springer.
515.7 ATK 018323 & 020178
13. Auslander, L. (1990). Signal processing: signal processing theory, Part I : New York:
Springer science.
621.3822 AUS 019849
14. Axler, S. (2014). Linear algebra done right. New York: Springer.
512.5 AXL 007044 & 021840
15. Banks, R. B. (2001). Towing icebergs, falling dominoes, and other adventures in
applied mathematics. Hyderabad: University Press.
510.21 BAN 004811
16. Banks, Robert. (1999). Slicing pizzas, racing turtles and further adventures in applied
mathematics. Hyderabad: Universities Press.
510.21 BAN 004779
17. Bapat, R. (2012). Linear algebra and linear models. London: Springer.
512.5 BAP 020304
18. Basu, U. (2007). Techniques in applied mathematics. New Delhi: Narosa Publishing
House.
519 BAS 002938
19. Basu, U., & Mandal, B. N. (Eds.). (2008). Applied mathematics. New Delhi: Narosa
Pub. House.
519 BAS 002667
20. Bathul, S. (2008). Textbook of engineering mathematics: special functions and
complex variables. New Delhi: PHI Learning.
510.02462 BAT 003313
4 | P a g e
21. Baz, J., & Chacko, G. K. (2009). Financial derivatives: pricing, applications, and
mathematics. Cambridge: Cambridge Univ. Press.
332.632 BAZ 004264
22. Beck, M., & Geoghegan, R. (2010). The art of proof: basic training for deeper
mathematics. New York: Springer.
511.36 BEC 022157
23. Belcastro, S. M. (2012). Discrete mathematics with ducks. Boca Raton: CRC Press.
511.1BEL 015950
24. Belcastro, S. M., & Yackel, C. (Eds.). (2011). Crafting by concepts: fiber arts and
mathematics. Natick, Mass: A K Peters.
746.4 BEL 017105
25. Bell, E. T. (1986). Men of mathematics. New York: Simon & Schuster.
510.922 BEL 014735
26. Bellman, R. (2003). Peturbation techniques in mathematics, engineering & physics.
Mineola, N.Y: Dover Publications.
515.35 BEL 000893
27. Berinde, V. (2007). Iterative approximation of fixed points (2nd Ed.). Berlin ; New
York: Springer.
515.7248 BER 020441
28. Bernstein, D. S. (2009). Matrix mathematics: theory, facts, and formulas (2nd Ed).
Princeton, N.J: Princeton University Press.
512.9434 BER 011247
29. Bhagwat, R. M. (1995). Everyday mathematics. New Delhi: National Book Trust.
510.1 BHA CC0209
30. Bhatia, R. (Ed.). (2003). Connected at infinity: a selection of mathematics by
Indians.Delhi: Hindustan Book Agency.
516.35 BHA 020277
31. Bhatia, R. (2009). Notes on functional analysis. New Delhi: Hindustan Book Agency.
515.7 BHA 020248
5 | P a g e
32. Bhatia, R. (2007). Positive definite matrices : Texts and readings in mathematics. New
Delhi: Hindustan Book Agency.
512.9434 BHA 020307
33. Bindner, D., & Erickson, M. J. (2011). A student’s guide to the study, practice, and tools
of modern mathematics. Boca Raton, FL: CRC Press.
510.285 BIN 011435
34. Biswal, P. C. (2009). Discrete Mathematics and Graph Theory (2nd Ed.). New Delhi:
PHI Learning.
511.6 BIS 006316
35. Bloch, E. D. (2011). Proofs and fundamentals: a first course in abstract mathematics
(2nd Ed). New York: Springer.
511.3 BLO 009495
36. Bodine, E. N., Lenhart, S., & Gross, L. J. (2014). Mathematics for the life sciences.
Princeton: Princeton University Press.
570.151 BOD 019463
37. Borel, A. (1998). Semisimple groups and Riemannian symmetric spaces. Delhi:
Hindustan Book Agency.
512.55 BOR 020313
38. Bourbaki, N. (1968). Elements of mathematics : theory of sets. Saint-Germain:
Hermann/Addison-Wesley.
511.322 BOU 000650
39. Bourbaki, N. (1998). General topology. Berlin: Springer.
510 BOU 014600
40. Braun, M. (1993). Differential equations and their applications: an introduction to
applied mathematics (4th Ed). New York: Springer-Verlag.
515.35 BRA 008991
41. Brion, M., Samuel, P., & Uma, V. (2013). Lectures on the structure of algebraic groups
and geometric applications. New Delhi: Hindustan Book Agency.
512.55 BIR 020301
6 | P a g e
42. Brown, R. C. (2009). Are science and mathematics socially constructed?: a
mathematician encounters postmodern interpretations of science. Singapore ;
Hackensack, N.J: World Scientific Publishing.
501 BRO 002022
43. Brualdi, R. A., & Ryser, H. J. (1991). Combinatorial matrix theory. Cambridge:
Cambridge university press.
512.9434 BRU 021476
44. Byers, W. (2007). How mathematicians think using ambiguity, contradiction, and
paradox to create mathematics. Princeton: Princeton University Press.
510.92 BYE 011246
45. Byron, F. W., & Fuller, R. W. (1992). Mathematics of classical and quantum physics.
New York: Dover Publications.
530.15 BYR 000783
46. Cahill, K. (2013). Physical mathematics. Cambridge ; New York: Cambridge
University Press.
530.15 CAH 015380
47. Capinski, M., & Zastawniak, T. (2011). Mathematics for finance: an introduction to
financial engineering (2nd Ed.). London ; New York: Springer.
332.0151 CAP 014616
48. Carlson, J. A. (Ed.). (2014). The Poincare conjecture: Clay Research Conference,
resolution of the Poincare conjecture, Institute Henri Poincare, Paris, France, June 8-9,
2010. Providence, RI : Cambridge, MA: American Mathematical Society ; Clay
Mathematics Institute.
516.36 CAR 019851
49. Chandrasekharan, K. (2011). A course on integration theory. New Delhi: Hindustan
Book Agency.
512.42 CHA 020253
50. Chandrasekharan, K. (2011b). A course on topological groups. New Delhi: Hindustan
Book Agency.
512.55 CHA 020254
7 | P a g e
51. Cheney, E. W. (2001). Analysis for applied mathematics. New York: Springer.
515 CHE 007844
52. Chen, J.-X., & Li, D. (Eds.). (2011). Problems and solutions in mathematics (2nd Ed).
Hackensack, N.J: World Scientific.
510 CHE 009991
53. Chidume, C. (2009). Geometric properties of Banach spaces and nonlinear iterations.
London: Springer-Verlag.
515.732CHI 020440
54. Ciarlet, P. G. (2013). Linear and nonlinear functional analysis with applications: with
401 problems and 52 figures. Philadelphia: Society for Industrial and Applied
Mathematics.
515.7 CIA 021820
55. Cioaba, S. M., & Murty, M. R. (2009). A first course in graph theory and combinatorics.
New Delhi: Hindustan Book Agency.
511.5 CIO 020255
56. Collatz, L. (1966). Functional analysis and numerical mathematics. New York:
Academic Press.
515.3 COL 000651
57. Conway, J. B. (2010). A course in functional analysis. New York: Springer
Science+Business Media.
515.7 CON 007547, 020470-020472
58. Courant, R., Robbins, H., & Stewart, I. (1996). What is mathematics?: an elementary
approach to ideas and methods (2nd Ed). New York: Oxford University Press.
510 COU 014350
59. Coutinho, S. C. (2003). The mathematics of ciphers: number theory and RSA
cryptography. Hyderguda: Universities Press.
512.721 COU 004749
60. Croft, Anthony. (2001). Engineering mathematics: a foundation for electronic,
electrical, communications and systems engineers (3rd ed.). New Dehli: Pearson
Education.
510.0246 CRO 005195&005436
8 | P a g e
61. Cvitanic, J. (2004). Introduction to the economics and mathematics of financial
markets. New Dehli: Prentice Hall.
332.632015195CVI 000832&006601
62. Dahan-Dalmedico, A., & Peiffer, J. (2010). History of mathematics: highways and
byways. Washington, D.C.: Mathematical Association of America.
510.9 DAH 011511
63. Damelin, S. B., & Miller, W. (2012). The mathematics of signal processing. Cambridge ;
New York: Cambridge University Press.
621.38220151 DAM 018942
64. Dass, H. K. (2009). Elements of engineering mathematics, vol. 1 & 2. New Delhi: S.
Chand.
510.2462 DAS 001728- 001731
65. Dass, H. K., & Dass, H. K. (2009). Advanced engineering mathematics: for the students
of M.E., B.E. and other engineering examinations. New Delhi, India: S. Chand.
510.2462 DAS 001711- 001715
66. Datta, B. (2011). History of Hindu mathematics: a source book. New Delhi: Cosmo
Publications.
510.954 DAT 015099-015100
67. Dennery, P., & Krzywicki, A. (1996). Mathematics for physicists. Mineola, N.Y: Dover
Publications.
515 DEN 000887, 018893- 018894
68. Deo, S. (2006). Algebraic topology: a primer. Delhi: Hindustan Book Agency.
514.2 DEO 020261
69. Derbyshire, J. (2003). Prime obsession: Bernhard Riemann and the greatest unsolved
problem in mathematics. Washington, DC: Joseph Henry Press.
512.73 DER 015897
70. Derezinski, J., & Gérard, C. (2013). Mathematics of quantization and quantum fields.
Cambridge: Cambridge University Press.
530.120151 DER 015375
9 | P a g e
71. De Souza, P. N., & Silva, J. N. (2004). Berkeley problems in mathematics (3rd Ed). New
York: Springer.
510.76 DES 014402
72. De Villiers, J. (2012). Mathematics of approximation. Amsterdam: Atlantis Press.
510 VIL 014163
73. Devlin, K. J. (2002). The language of mathematics: making the invisible visible. New
York: Owl Books.
510 DEV 016355
74. Devlin, K. J. (2011). Mathematics education for a new era: video games as a medium
for learning. Natick, Mass: A K Peters.
372.7 DEV 011637
75. Dey, Aloke. (2010). Incomplete block designs: Texts and reading in mathematics. New
Delhi: Hindustan Book Agency.
511.6 DEY 020292
76. Dhrymes, P. J. (2000). Mathematics for econometrics (3rd Ed). New York: Springer.
512.5 DHR 003550
77. Diaconis, P., & Graham, R. (2012). Magical mathematics: the mathematical ideas that
animate great magic tricks. Princeton: Princeton University Press.
793.85 DIA 011579
78. Dieudonne, J. A. (1977). Treatise on analysis. Boston: Academic Press.
515 DIE 000664
79. Donaldson, S. K. (2011). Riemann surfaces. Oxford ; New York: Oxford University
Press.
515.93 DON 019321
80. Dowek, G., Guillot, P., & Roman, M. (2015). Computation, proof, machine:
mathematics enters a new age. New York, NY: Cambridge University Press.
510.9 DOW 022181
81. Duffy, D. G. (2011). Advanced engineering mathematics with MATLAB (3rd Ed). Boca
Raton: CRC Press.
620.00151 DUF 009522
10 | P a g e
82. Dunham, W. (1991). Journey through genius: the great theorems of mathematics. New
York: Penguin Books.
510.9 DUN 014578
83. Eisenbud, D., & Harris, J. (2000). The geometry of schemes. New York: Springer.
516.35 EIS 020042
84. Elliott, R. J., & Kopp, P. E. (2005). Mathematics of financial markets (2nd Ed). New
York: Springer.
332.60151 ELL 011444
85. Elman, H. C., Silvester, D. J., & Wathen, A. J. (2014). Finite elements and fast iterative
solvers: with applications in incompressible fluid dynamics (2nd Ed). Oxford: Oxford
University Press.
518.25 ELM 019309
86. Emch, G. G., Sridharan, R., & Srinivas, M. D. (Eds.). (2005). Contributions to the history
of Indian Mathematics. New Delhi: Hindustan Book Agency.
510.0954 EMC 014868
87. Epstein, C. L. (2008). Introduction to the mathematics of medical imaging (2nd Ed).
Philadelphia, PA: Society for Industrial and Applied Mathematics.
616.0754 EPS 017313
88. Ermentrout, B., & Terman, D. H. (2010). Mathematical foundations of neuroscience.
New York: Springer.
612.80151 ERM 021839
89. Esmonde, J. (1999). Problems in algebraic number theory: Graduate texts in
mathematics; v.190. New York: Springer Berlin Heidelberg.
511.6 ESM 000646
90. Fadiman, C. (Ed.). (1997). Fantasia mathematica: being a set of stories, together with
a group of oddments and diversions, all drawn from the universe of mathematics. New
York, NY, USA: Copernicus.
808.80356 FAD 010934
11 | P a g e
91. Farmer, David W. (1996). Groups and symmetry : a guide to discovering mathematics.
Hyderabad: Universities Press.
511.3320 FAR 004786
92. Farmer, David W. (1996). Knots and surfaces : a guide to discovering mathematics.
Hyderabad: Universities Press.
511.520 FAR 004785
93. Feeman, T. G. (2010). The mathematics of medical imaging: a beginner’s guide. New
York: Springer.
616.0754 FEE 018881
94. Fiedler, M. (2008). Special matrices and their applications in numerical mathematics.
Mineola, N.Y: Dover Publications.
512.9434 FIE 000880
95. Field, M., & Golubitsky, M. (2009). Symmetry in chaos: a search for pattern in
mathematics, art, and nature (2nd Ed). Philadelphia, PA: Society for Industrial and
Applied Mathematics.
003.857 FIE 021567
96. Fine, B., & Rosenberger, G. (1997). The fundamental theorem of algebra. New York:
Springer.
512.942 FIN 020112
97. Fleisch, D. A., & Kregenow, J. (2013). A student’s guide to the mathematics of
astronomy. New York: Cambridge University Press.
520.151 FLE 017653
98. Flood, R., Rice, A. C., & Wilson, R. (Eds.). (2011). Mathematics in Victorian Britain.
Oxford ; New York: Oxford University Press.
510 FLO 014750
99. Forster, O. (1981). Lectures on Riemann surfaces. New York: Springer-Verlag.
515.223 FOR 021904
100. Fujishige, S. (2005). Submodular functions and optimization (2nd Ed). Boston:
Elsevier.
511.6 FUJ 021778
12 | P a g e
101. Fukagawa, H., & Rothman, T. (2008). Sacred mathematics: Japanese temple geometry.
Princeton: Princeton University Press.
510.952 FUK 014771
102. Gabbiani, F., & Cox, S. (2010). Mathematics for neuroscientists. Amsterdam: Elsevier,
Acad. Press.
612.8 GAB 019620
103. Gangadharan, A. (2009). Engineering Mathematics Vol. II. New Delhi: PHI Learning.
510.2462 GAN 006385
104. Gardner, M. (2001). The colossal book of mathematics: classic puzzles, paradoxes, and
problems: number theory, algebra, geometry, probability, topology, game theory,
infinity, and other topics of recreational mathematics. New York: Norton.
793.74 GAR 020719
105. Garnier, R., Taylor, J., & Garnier, R. (2010). Discrete mathematics: proofs, structures,
and applications (3rd Ed). Boca Raton: CRC Press.
511.1 GAR 009490
106. Garrity, T. A. (2002). All the mathematics you missed: but need to know for graduate
school. Cambridge, UK ; New York, NY: Cambridge University Press.
510 GAR 004517, 012503- 012504
107. Gelbaum, Bernard R. (1990). Theorems and counterexamples in mathematics. New
York: Springer.
510 GEL 008261
108. Giaquinto, M. (2011). Visual thinking in mathematics: an epistemological study.
Oxford: Oxford Univ. Press.
510.1 GIA 014745
109. Glebsch, A. (Ed.). (2009). Jacobi`s lectures on dynamics: delivered at the University of
Königsberg in the winter semester 1842 - 1843 and according to the notes prepared by
C. W. Brockhardt (2nd Ed). New Delhi: Hindustan Book Agency.
533.2 GLE 020299
13 | P a g e
110. Gortz, U., Wedhorn, T., & Gortz, U. (2010). Algebraic geometry: schemes with
examples and exercises: advanced lectures in mathematics. Wiesbaden: Vieweg +
Teubner.
516.35 GOR 020039
111. Goswami, A. (2006). Course in applied stochastic processes. New Delhi: Hindustan
book agency.
519.2 GOS 020249
112. Graham, R. L., Knuth, D. E., & Patashnik, O. (1994). Concrete mathematics: a
foundation for computer science. [Upper Saddle River, N.J.]: Pearson Education.
510 GRA 007677
113. Grasselli, Matheus. (2009). Numerical mathematics. New Delhi: Narosa Publishing
House.
518 GRA 002857
114. Grassmann, Winfried K. (1996). Logic and discrete mathematics : a computer science
perspective. New Delhi: Pearson Education.
004.0151 GRA 005393
115. Gray, J. (2011). Worlds out of nothing: a course in the history of geometry in the 19th
century (2nd Ed.). London: New York : Springer.
516.009 GRA 020333
116. Greenberg, Michael D. (1998). Advanced engineering mathematics (2nd Ed.). New
Delhi: Pearson Education.
515.14 GRE 005166 & 005419
117. Grewal, B. S. (2001). Higher engineering mathematics. Delhi: Khanna Publishers.
510.2462 GRE 012250- 012254
118. Griffiths, P., & Harris, J. (1994). Principles of algebraic geometry. New York, NY:
Wiley.
516.35 GRI 021524
119. Grimaldi, R. P. (2006). Discrete and combinatorial mathematics: an applied
introduction. New Delhi: Pearson Education.
510 GRI 005370
14 | P a g e
120. Guo, H. (2014). Modern mathematics and applications in computer graphics and
vision.
006.60151 GUO 019057
121. Haberman, R. (1998). Mathematical models: mechanical vibrations, population
dynamics, and traffic flow: an introduction to applied mathematics. Philadelphia:
Society for Industrial and Applied Mathematics.
511.8 HAB 014135
122. Haggard, G. (2009). Discrete mathematics for computer science (8th Ed.). New Delhi:
Cengage Learning.
511 HAG 002309
123. Hale, M. (2003). Essentials of mathematics: introduction to theory, proof, and the
professional culture. Washington, D.C.: Mathematical Association of America.
510 HAL 001981
124. Harris, M. (2015). Mathematics without apologies: portrait of a problematic vocation.
Princeton, New Jersey: Princeton University Press.
510 HAR 021392
125. Hartshorne, R. (2009). Deformation theory. New York: Springer.
516.35 HAR 019917
126. Hassibi, B., Sayed, A. H., & Kailath, T. (1999). Indefinite-quadratic estimation and
control: a unified approach to H2 and H [infinity] theories. Philadelphia: Society for
Industrial and Applied Mathematics.
629.8312 HAS 020124
127. Helson, H. (2010). Harmonic analysis (2nd Ed.). New Delhi: Hindustan Book Agency.
515.2433 HEL 020290
128. Hersh, R., & John-Steiner, V. (2011). Loving + hating mathematics: challenging the
myths of mathematical life. Princeton, N.J: Princeton University Press.
510.92 HER 008264
129. Hiai, F., & Petz, D. (2014). Introduction to matrix analysis and applications. Cham ;
New York : New Delhi: Springer ; Hindustan Book Agency.
512.9434 HIA 020296
15 | P a g e
130. Hildebrand, F. B. (1992). Methods of applied mathematics (2nd Ed.). New York:
Dover Publications.
510 HIL 000892
131. Hill, J. M., & Selvadurai, A. P. S. (2011). Mathematics and mechanics of granular
materials. Dordrecht; London: Springer.
620.43015118 HIL 018125
132. Hirsch, M. W. (1997). Differential topology. New York: Springer.
514.72 HIS 020111
133. Hollig, K., & Horner, J. (2013). Approximation and modeling with B-splines.
Philadelphia: Society for Industrial and Applied Mathematics.
511.4223 HOL 021565
134. Howison, Sam. (2005). Practical applied mathematics : modelling, analysis,
approximation. Cambridge: Cambridge University Press.
530.15535 HOW 002016
135. Hoy, M. (2006). Mathematics for economics. New Delhi: Prentice-Hall of India Private
Limited.
511.8 HOY 006663
136. Jackson, J. D. (2006). Mathematics for quantum mechanics: an introductory survey of
operators, eigenvalues, and linear vector spaces (Dover ed). Mineola, N.Y: Dover
Publications.
530.120151 JAC 004738
137. Jain, Rajinder Kumar. (2002). Advanced engineering mathematics. New Delhi: Narosa
Publishing House.
510.2462 JAI 002638
138. James, Glyn. (2004). Advanced modern engineering mathematics (3rd Ed.). New
Dehli: Pearson Education.
620.00151 JAM 004849 & 005259
139. Jarnick, Marek. (2008). First steps in several complex variables: reinhardt domains.
New Delhi: Hindustan Book Agency.
511.35 JAR 020285
16 | P a g e
140. Jeffrey, A. (2002). Advanced engineering mathematics. New York: Academic Press.
510.2462 JEF 001006
141. Johnsonbaugh, Richard. (2005). Discrete mathematics (6th Ed.). New Dehli: Pearson
Education.
512.119 JOH 004853
142. Joseph, G. G. (2011). The crest of the peacock: non-European roots of mathematics
(3rd Ed.). Princeton: Princeton University Press.
510.9 JOS 013683
143. Joseph, G. G. (Eds.). (2009). Kerala mathematics: history and its possible transmission
to Europe. Delhi: B.R. Pub. Corp.
510.95483 JOS 013511
144. Jost, J. (2013). Partial differential equations (3rd Ed.). New York: Springer.
515.353 JOS 019112
145. Kachot, K. R. (2003). Higher engineering mathematics. Ahmedabad: Mahajan
Publishing House.
510.2462 KAC 015787
146. Kaper, H. G., & Engler, H. (2013). Mathematics and climate. Philadelphia: Society for
Industrial and Applied Mathematics.
551.60151 KAP 018325
147. Karatzas, I., & Shreve, S. E. (1996). Brownian motion and stochastic calculus (2nd Ed).
New York: Springer.
530.475 KAR 021458
148. Karpilovsky, G. (1983). Commutative group algebras. New York: M. Dekker.
519.4 KAR 000496
149. Katz, V. J. (2009). A history of mathematics: an introduction (3rd Ed). Boston:
Addison-Wesley.
510.9 KAT 007141
150. Katz, V. J., & Imhausen, A. (Eds.). (2007). The mathematics of Egypt, Mesopotamia,
China, India, and Islam: a sourcebook. Princeton: Princeton University Press.
510.9 MAT 013684
17 | P a g e
151. Katz, V. J., & Tzanakis, C. (Eds.). (2011). Recent developments on introducing a
historical dimension in mathematics education. Washington: Mathematical
Association of America.
510.9 KAT 015000
152. Kaur, B. (2013). Nurturing reflective learners in mathematics: Yearbook 2013,
Association of Mathematis Educators. Singapore: World Scientific.
371.1024 KAU 015674
153. Kelly, S. G. (2009). Advanced engineering mathematics with modeling applications.
Boca Raton: CRC Press.
620.00151 KEL 003838
154. Kesavan, S. (2014). Functional analysis. New Delhi: Hindustan Book Agency.
515.7 KES 020289
155. Kline, M. (1985). Mathematics for the nonmathematician. New York: Dover.
510 KLI 004551
156. Knox, K. C., & Noakes, R. (Eds.). (2003). From Newton to Hawking: a history of
Cambridge University’s Lucasian professors of mathematics. Cambridge, U.K. ; New
York: Cambridge University Press.
510.92241 KNO 012146
157. Koblitz, N. (1998). Algebraic aspects of cryptography. Berlin ; New York: Springer.
512.7 KOB 019110
158. Korn, R., & Korn, E. (2001). Option pricing and portfolio optimization: modern
methods of financial mathematics. Providence, R.I: American Mathematical Society.
332.63228 KOR 013625
159. Koshy, T. (2006). Discrete mathematics with applications. New Delhi: Elsevier.
511.1 KOS 003083
160. Krantz, S. G. (2010). An episodic history of mathematics: mathematical culture
through problem solving. Washington, DC: Mathematical Association of America.
510.9 KRA 011506
18 | P a g e
161. Krantz, S. G. (2012). Elements of advanced mathematics (3rd Ed). Boca Raton:
Chapman and Hall/CRC.
510 KRA 017108
162. Kreyszig, E. (1999). Advanced engineering mathematics (8th Ed.). New Delhi: Wiley
India.
510.2462 KRE 000371-372, 000418- 000427, 001336-
001342, 001406- 001415, 020191- 020193,
021937- 021952
163. Kreyszig, H. (2001). Student solutions manual to accompany Advanced Engineering
mathematics (8th Ed.). New Dehli: Wiley.
510.02462 KRE 003650 & 003846
164. Kumaresan, S. (2002). A course in differential geometry and Lie groups. Delhi:
Hindustan Book Agency.
516.36 KUM 020250
165. Kumaresan, S. (2005). Expedition to geometry : New Delhi: Hindustan Book Agency.
516 KUM 020262
166. Lakshmibai, V., & Brown, J. (2009). Flag varieties: an interplay of geometry,
combinatorics, and representation theory. New Delhi: Hindustan Book Agency.
516.353 LAK 020286
167. Lee, J. (2012). Introduction to smooth manifolds. New York: Springer.
514.34 LEE 019927
168. Liebeck, M. W. (2010). Concise introduction to pure mathematics (3rd Ed.). Boca
Raton: CRC Press.
510 LIE 008108
169. Liu, C. L. (1986). Elements of discrete mathematics. New York; Singapore: McGraw-
Hill.
511 LIU 000634
170. Liu, C. L., & Mohapatra, D. P. (2008). Elements of discrete mathematics: a computer
oriented aproach. New Delhi; India: Tata McGraw-Hill.
511.1 LIU 005924, 007651-007655
19 | P a g e
171. Liu, Q. (2002). Algebraic geometry and arithmetic curves. Oxford ; New York: Oxford
University Press.
516.352 LIU 019914
172. Loveland, D. W., Hodel, R. E., & Sterrett, S. G. (2014). Three views of logic:
mathematics, philosophy, and computer science. Princeton, New Jersey: Princeton
University Press.
511.3 LOV 017410
173. Lyuu, Y.-D. (2002). Financial engineering and computation: principles, mathematics,
algorithms. Cambridge, UK ; New York, NY: Cambridge University Press.
332.60151 LYU 001923
174. Mackenzie, D. (2012). The universe in zero words: the story of mathematics as told
through equations. Princeton, N.J: Princeton University Press.
512.94 MAC 012022
175. Mancosu, P. (2010). The adventure of reason: interplay between philosophy of
mathematics and mathematical logic, 1900-1940. Oxford ; New York: Oxford
University Press.
510.1 MAN 014764
176. Marcolli, M. (1999). Seiberg-Witten gauge theory. Delhi: Hindustan Book Agency.
514.72 MAR 020310
177. Maria Alex, S. (2008). Engineering mathematics. New Delhi: Pearson Education.
510.2462 MAR 005438
178. Massey, W. S. (1977). Algebraic topology, an introduction. New York: Springer-
Verlag.
514.2 MAS 020473
179. Mathews, J. H. (2006). Complex analysis for mathematics and engineering (5th Ed.).
New Delhi: Narosa Publishing House.
515.9 MAT 002700
180. Merzbach, U. C., & Boyer, C. B. (2011). A history of mathematics (3rd Ed). Hoboken,
N.J: John Wiley.
510.9 MER 021465
20 | P a g e
181. Miller, S. J., & Takloo-Bighash, R. (2012). An invitation to modern number theory. New
Delhi: Hindustan Book Agency.
512.7 MIL 020264
182. Milnor, J. (2012). Dynamics in one complex variable (3rd Ed). New Delhi: Hindustan
Book Agency.
515.93 MIL 020282
183. Milton, J., & Ohira, T. (2014). Mathematics as a laboratory tool: dynamics, delays and
noise. New York: Springer.
570.15195 MIL 022012
184. Misra, J. C. (Ed.). (2003). Computational mathematics, modelling, and algorithms.
New Delhi: Narosa Pub. House.
681.35186 COM 000685
185. Mott, Joe L. (2009). Discrete mathematics for computer scientists and mathematicians
(2nd Ed.). New Delhi: PHI Learning.
511.6 MOT 006318
186. Mukai, S., & Oxbury, W. M. (2012). An introduction to invariants and moduli.
Cambridge: Cambridge University Press.
512.5 MUK 019915
187. Mukherjea, K. (2007). Differential calculus in normed linear spaces (2. Ed). New
Delhi: Hindustan Book Agency.
512.5 MUK 020280
188. Mukherjee, A. (2013). Atiyah-singer index theorem: an introduction. New Dehli:
Hindustan Book Agency.
510.8 MUK 020266
189. Mumford, D. (1999). The red book of varieties and schemes: includes the Michigan
Lectures (1974) on Curves and their Jacobinians (2nd Ed). Berlin ; New York: Springer.
516.35 MUM 020043
190. Mumford, D., Fogarty, J., & Kirwan, F. C. (1994). Geometric invariant theory (3rd Ed).
Berlin ; New York: Springer-Verlag.
516.35 MUM 020040
21 | P a g e
191. Murdock, J. A. (2003). Normal forms and unfoldings for local dynamical systems. New
York: Springer.
515.352 MUR 019953
192. Musili, C. (1993). Representations of finite groups. Delhi: Hindustan Book Agency.
510 MUS 000656
193. Musili, C. (2001). Algebraic geometry for beginners. New Delhi: Hindustan Book
Agency.
516.35 MUS 020259
194. Nadkarni, M. G. (2011). Spectral theory of dynamical systems. New Delhi: Hindustan
Book Agency.
515.352 NAD 020314
195. Nadkarni, M. G. (2013). Basic ergodic theory. New Delhi: Hindustan Book Agency.
515.42 NAD 020268
196. Nathanson, M. B. (1996). Additive number theory: inverse problems and the geometry
of sumsets. New York: Springer.
512.73 NAT 020107
197. Kakaç, S., North Atlantic Treaty Organization, & Public Diplomacy Division. (2005).
Microscale heat transfer fundamentals and applications. Dordrecht: Springer in
association with NATO Public Diplomacy Division.
621.4022 KAK 020334
198. Natterer, F. (2001). The mathematics of computerized tomography. Philadelphia:
Society for Industrial and Applied Mathematics.
621.367 NAT 018829
199. Newman, James. (1956). World of mathematics v. 2. New York: Dover Publications.
510 WOR 000883- 000885
200. Newstead, P. E. (2012). Introduction to moduli problems and orbit spaces. New Delhi:
Narosa Publ. House.
516.35 NEW 019775
22 | P a g e
201. Olʹshanskii, M. A., & Tyrtyshnikov, E. E. (2014). Iterative methods for linear systems:
theory and applications. Philadelphia: Society for Industrial and Applied
Mathematics.
518.26 OLS 021819
202. Omnes, R. (2005). Converging realities: toward a common philosophy of physics and
mathematics. Princeton, N.J: Princeton University Press.
510.1 OMN 017423
203. ONeil, P. V. (2007). Engineering Mathematics. New Delhi: Cengage Learning.
510.01246 ONE 002236
204. O’Neil, P. V. (2007). Advanced engineering mathematics (6th Ed). Toronto: Thomson.
510.620 ONE 002242
205. O’Niel, Peter V. (2009). Textbook of Engineering Mathematics Vol 1. New York:
Cengage Learning.
510 ONE 002334- 002335
206. O’Rourke, J. (2011). How to fold it: the mathematics of linkages, origami, and
polyhedra. Cambridge ; New York: Cambridge University Press.
516.35 ORO 019879
207. Ostermann, A., & Wanner, G. (2012). Geometry by its history. Heidelberg ; New York:
Springer.
516.009 OST 020535
208. Pakshirajan, R. P. (2013). Probability theory: a foundational course. New Delhi:
Hindustan Book Agency.
519.2 PAK 020309
209. Parthasarathy, K. R. (2005). Introduction to probability and measure. New Delhi:
Hindustan Book Agency.
519.2 PAR 020297
210. Parthasarathy, K. R. (2013). Coding theorems of classical and quantum information
theory. New Delhi, India: Hindustan Book Agency.
530.12 PAR 020269
23 | P a g e
211. Parthasarathy, K. R., & Krishna, M. (2011). Mathematical foundation of quantum
mechanics. New Delhi: Hindustan Book Agency.
530.12 PAR 020305
212. Passman, D. S. (2013). A course in ring theory. New Delhi: Hindustan Book Agency.
512.4 PAS 020252
213. Pickover, C. A. (2009). The math book: from Pythagoras to the 57th dimension : 250
milestones in the history of mathematics.
510.9 PIC 016160
214. Pitici, M. (Ed.). (2011-2015). The best writing on mathematics 2010-2014. Princeton,
NJ: Princeton Univ. Press.
510 PIT 013741, 017210, 019569, 019570 & 020078
215. Plofker, K. (2009). Mathematics in India. Haryana: Hindustan book agency.
510.954 PLO 012323 & 014947
216. Polianin A. D., & Manzhirov, A. V. (2007). Handbook of mathematics for engineers and
scientists. Boca Raton, FL: Chapman & Hall/CRC.
510 POL 004069
217. Polya, G. (1968). Mathematics and plausible reasoning. Vol. 2: Patterns of plausible
inference. Princeton, NJ: Princeton Univ. Press.
510.1 POL 012021
218. Polya, G., & Kilpatrick, J. (2009). The Stanford mathematics problem book: with hints
and solutions. Mineola, N.Y: Dover Publications.
510.76 POL 022135
219. Posamentier, A. S., & Lehmann, I. (2013). Magnificent mistakes in mathematics.
Amherst, New York: Prometheus Books.
510 POS 019906
220. Praba, B. (2006). Discrete Mathematics. Chennai: Vijay nicole imprints private
limited.
510 PRA 006011
24 | P a g e
221. Quarteroni, A., Sacco, R., & Saleri, F. (2007). Numerical mathematics (2nd
Ed). Berlin ; New York: Springer.
518 QUA 003736
222. Radhakrishna, L. (2013). Write mathematics right: principles of professional,
presentation, exemplified with humor and thrills. New Delhi: Narosa Publishing
House.
510 RAD 015056
223. Raghunathan, V. (2013). Locks, Mahabharata and mathematics: an exploration of
unexpected parallels. Noida: HarperCollins.
294.5923046 RAG 019868
224. Rajwade, A. R. (2011). Surprises and counterexamples in real function theory. New
Delhi Hindustan Book Agency.
515 RAJ 020315
225. Ramakrishnan, D. (1999). Fourier analysis on number fields : graduate tests in
mathematics; v.186. New York: Springer.
515.2433 RAM 000652
226. Ramana, B. V. (2007). Higher engineering mathematics. New Delhi: Tata McGraw-
Hill.
510 RAM 006022
227. Ramasubramanian, S. (2009). Lectures on insurance models. New Delhi: Hindustan
Book Agency.
511.8 RAM 020300
228. Ram, B. (2009). Engineering Mathematics. New Delhi: Pearson.
510.2462 RAM 005194
229. Rao, A. Ramchandra. (2000). Linear algebra (2nd Ed.). New Delhi: Hindustan Book
Agency.
512.5 RAO 020303
230. Rasheed, A Abdul. (2006). Allied mathematics. New Delhi: Tata McGraw Hill
Education.
510 RAS 005617
25 | P a g e
231. Revuz, D. (1984). Markov chains. Amsterdam ; New York: North-Holland.
519.233 REV 021668
232. Riley, K. F. (2011). Foundation mathematics for the physical sciences. Cambridge:
Cambridge University Press.
510 RIL 015372
233. Roberts, A. J. (2009). Elementary calculus of financial mathematics. Philadelphia:
Society for Industrial and Applied Mathematics.
519.2 ROB 003793
234. Robinson, M. B. (2011). Symmetry and the standard model: mathematics and particle
physics. New York: Springer.
539.72 ROB 014102
235. Robson, E. (2008). Mathematics in ancient Iraq: a social history. Princeton, N.J:
Princeton University Press.
510.935 ROB 014769
236. Roman, S. (2007). Advanced linear algebra (3rd Ed). New York: Springer.
512.5 ROM 021414
237. Rosenberg, J. M. (1996). Algebraic K-theory and its applications. New York: Springer.
512.55 ROS 020108
238. Rosenblatt, M. (1974). Random Processes. New York, NY: Springer New York.
519.1 ROS 021490
239. Rosen, K. H. (2007). Discrete mathematics and its applications: with combinatorics
and graph theory. New Delhi: McGraw-Hill Offices.
510 ROS 006075
240. Rosen, K. H., & Michaels, J. G. (Eds.). (2000). Handbook of discrete and combinatorial
mathematics. Boca Raton: CRC Press.
511.6 ROS 003871
241. Roy, R. (2011). Sources in the development of mathematics: infinite series and
products from the fifteenth to the twenty-first century. Cambridge ; New York:
Cambridge University Press.
510.722 ROY 016837
26 | P a g e
242. Sachs, R. K., & Wu, H.-H. (1977). General Relativity for Mathematicians. New York,
NY: Springer New York.
530.1102451 SAC 021356
243. Sadovskii, L. E. (1993). Mathematics and sports. Hyderabad: Universities Press.
796.022 SAD 004781
244. Sane, S. S. (2013). Combinatorial techniques. New Delhi: Hindustan Book Agency.
511.6 SAN 020276
245. Santha, S. (2010). Discrete mathematics with combinatorics and graph theory. New
Dehli: Cengage Learning.
511.6028 SAN 002311
246. Sarason, Donald. (2007). Complex function theory (2nd Ed.). Providence: American
Mathematical Society.
515.9 SAR 020059
247. Sarma, R.D. (2010). Basic mathematics for the physical sciences. New Delhi: Pearson
Education.
530.15 SAR 005424
248. Sastry, S. S. (2008). Engineering mathematics Vol.1 & 2. New Delhi: PHI Learning.
510.2462 SAS 003327, 003328, 003408-003411, 015830
015831, 015841
249. Schwartz, L. (2008). Mathematics for the physical sciences. Mineola, N.Y: Dover
Publications.
530.15 SCH 000780
250. Sendra, J. R., Winkler, F., & Perez-Diaz, S. (2008). Rational algebraic curves: a
computer algebra approach. New York: Springer.
516.35 SEN 019113
251. Sengadir, T. (2009). Discrete mathematics and combinatorics. New Delhi, India:
Dorling Kindersley.
511.1 SEN 005360
252. Seshadri, C. S. (Ed.). (2010). Studies in the history of Indian mathematics. New Delhi,
India: Hindustan Book Agency.
510.0954 SES 014847
27 | P a g e
253. Seshadri, C. S., & Lakshmibai, V. (2003). A tribute to C.S. Seshadri: perspectives in
geometry and representation theory. India: Hindustan Book Agency.
510.0954 SES 014847
254. Shankar, R. (1995). Basic training in mathematics: a fitness program for science
students.
515 SHA 019373
255. Sharma, J. P. (2009). Engineering mathematics, Vol. 1. New Delhi: PHI Learning.
510.2462 SHA 006384
256. Sharpe, R. W. (1997). Differential geometry: Cartan’s generalization of Klein’s
Erlangen program. New York: Springer.
516.36 SHA 020110
257. Shetty, Balkrishna. (2013). What is mathematics? New Delhi: National Book Trust.
510 SHE CC0266
258. Siegel, C. L. (1949). Transcendental numbers. New Delhi: Hindustan Book Agency.
512.81 SIE 020320
259. Simmons, G. F., & Mitchell, M. (2007). Calculus gems: brief lives and memorable
mathematics. Washington, DC: Math. Assoc. of America.
510 SIM 011721
260. Simon, C. P., & Blume, L. (2006). Mathematics for economists. New Delhi, India: Vinod
Vasishtha for Viva Books.
510.2433 SIM 001149
261. Sinha, S. M. (2006). Mathematics programming: theory and methods. New Delhi:
Elsevier.
519.7 SIN 003029
262. Sokolnikoff, I. S. (1966). Mathematics of physics and modern engineering (2nd ed.).
Singapore: McGraw Hill.
510.02453 SOK 000648
263. Spivak, M. (1998). Calculus on manifolds: a modern approach to classical theorems of
advanced calculus. Cambridge, Mass: Perseus Books.
515 SPI 019652
28 | P a g e
264. Stedall, Jacqueline. (2012). History of mathematics: a very short introduction. New
Delhi: Oxford University Press.
510.9 STE 017531
265. Sternberg, S. (2012). Curvature in mathematics and physics. Mineola, New York:
Dover Pubications, Inc.
516.362 STE 019404
266. Stewart, I. (1995). Concepts of modern mathematics. New York: Dover.
510 STE 016627
267. Stewart, I. (2013). Visions of infinity: the great mathematical problems. New York:
Basic Books.
510 STE 015445
268. Stewart, I. (2015). The foundations of mathematics. New York, NY: Oxford University
Press.
511.3 STE 021749
269. Stewart, I. N. (1997). Does God play dice? the new mathematics of chaos (2. ed).
London: Penguin.
530.1 STE 016392
270. Stillwell, J. (2010). Roads to infinity: the mathematics of truth and proof. Natick, Mass:
A K Peters.
511.322 STI 017136
271. Stillwell, J. (2002). Mathematics and its history (2nd Ed.). New York: Springer.
510.9 STI 001087
272. Stone, M., & Goldbart, P. M. (2009). Mathematics for physics: a guided tour for
graduate students. Cambridge, UK ; New York: Cambridge University Press.
530.15 STO 001951
273. Strang, G. (1986). Introduction to applied mathematics. Wellesley, Mass: Wellesley-
Cambridge Press.
510 STR 001982
274. Strogatz, S. H. (2013). The joy of X: a guided tour of mathematics, from one to infinity.
510 STR 014390
29 | P a g e
275. Struik, D. J. (1987). A concise history of mathematics. New York: Dover Publications.
510.09 STR 012620
276. Sunder, V. S. (1997). Functional analysis: spectral theory. New Delhi: Hindustan Book
Agency.
515.7 SUN 000649
277. Sury, B. (2003). The congruence subgroup problem: an elementary approach aimed at
applications. Delhi: Hindustan Book Agency.
512.72 SUR 020319
278. Sydsaeter, K., & Hammond, P. J. (2006). Mathematics for economic analysis. Delhi:
Dorling Kindersley, Pearson Education.
330.0151 SYD 005526
279. Sydsaeter, K., Hammond, P., (Eds.). (2008). Further mathematics for economic
analysis (2. Ed.). Harlow: Financial Times Prentice Hall.
330.015195 SYD 003437
280. Tao, T. (2012). Topics in random matrix theory. Providence, R.I: American
Mathematical Society.
512.9434 TAO 021899
281. Thomas, L. C. (1984). Games, theory, and applications. Chichester : New York: E.
Horwood ; Halsted Press.
519.3 THO 000658
282. Tijs, S. (2011). Introduction to game theory. Delhi: Hindustan Book Agency.
519.3 TIJ 020294
283. Trefethen, L. N. (2013). Approximation theory and approximation practice.
Philadelphia: Society for Industrial and Applied Mathematics.
511.4 TRE 019115
284. Vairamanickham, K. (2005). Engineering mathematics. New Delhi: Prentice Hall.
510.2462 VAI 003344, 003421- 003423
30 | P a g e
285. Van Brummelen, G. (2009). The mathematics of the heavens and the earth: the early
history of trigonometry. Princeton ; Oxford: Princeton University Press.
516.2409 VAN 014774
286. Van Brummelen, G. (2013). Heavenly mathematics: the forgotten art of spherical
trigonometry. Princeton ; Oxford: Princeton University Press.
516.24 VAN 013764
287. Varadarajan, V. S. (2006). Euler through time: a new look at old themes : culture and
history of mathematics. New Delhi: Hindustan Book Agency.
510 VAR 020284
288. Veerarajan, T. (2007). Discrete mathematics with graph theory and combinatorics.
New Delhi: Tata McGraw-Hill.
510 VEE 006077
289. Venkatachala, B. J. (2009). Inequalities: an approach through problems. New Delhi:
Hindustan Book Agency.
512.97 VEN 020293
290. Vince, J. (2014). Mathematics for computer graphics (4th Ed.). New York: Springer.
006.60151 VIN 018926
291. Wall, H. S. (2009). Creative mathematics. Washington, DC: Mathematical Association
of America.
515 WAL 011509
292. Weisstein, E. W. (2009). CRC encyclopedia of mathematics (3rd Ed). Boca Raton, FL:
CRC Press/Taylor & Francis.
510.3 WEI 003843- 003845
293. Weyl, H. (1968). Algebraic theory of numbers. New Delhi: Hindustan Book Agency.
512.81 WEY 020260
294. Weyl, H. (2013). The classical groups: their invariants and representations. New
Delhi: Hindustan Book Agency.
512.86 WEY 020316
31 | P a g e
295. Wilder, R. L. (2012). Introduction to the foundations of mathematics. (2nd Ed.).
Mineola, New York: Dover Publications, Inc.
510 WIL 018211
296. Williams, R. J. (2006). Introduction to the mathematics of finance. River Edge, NJ:
American Mathematical Society.
332.01513 WIL 012226
297. Wilmott, P., Howison, S., & Dewynne, J. (1995). The mathematics of financial
derivatives: a student introduction. Oxford ; New York: Cambridge University Press.
332.63228 WIL 003123
298. Woodhouse, N. M. J. (2007). General relativity. London: Springer.
530.11 WOO 020522
299. Woo, G. (1999). The mathematics of natural catastrophes. River Edge, NJ: Imperial
College Press.
363.34 WOO 011137
300. Yadav, B. S., & Man Mohan (Eds.). (2011). Ancient Indian leaps into mathematics.
New York: Birkhauser.
510.0954 YAD 010122
301. Yahaghi, B. R. (2010). Iranian mathematics competitions 1973 - 2007. New Delhi:
Hindustan Book Agency.
510.76 YAH 020298
302. Yamane, Taro. (2009). Mathematics for economists : an elementary survey (2nd Ed.).
New Delhi: PHI Learning.
510.2433 YAM 000837 & 006664
303. Yanofsky, N. S. (2013). The outer limits of reason: what science, mathematics, and
logic cannot tell us. Cambridge, Massachusetts: The MIT Press.
001.01 YAN 016933
304. Zeidler, E. (2006). Quantum field theory. Berlin: Springer-Verlag.
530.143 ZEI 002226
32 | P a g e
305. Ziegler, G. M. (2014). Do I count?: stories from mathematics. Boca Raton: CRC Press,
Taylor & Francis Group.
510 ZIE 017107
306. Zill, Dennis G. (2006). Advanced engineering mathematics. New Delhi: Narosa
Publishing House.
510.246220 ZIL 010199
Updated by Library
Date: 21.11.2015
