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·1· 数学科学学院 ........................................................................................................................ 1 基础数学(本科直博)070101 ....................................................................................... 1 基础数学 070101......................................................................................................... 14 基础数学(硕博连读)070101a ................................................................................... 21 计算数学(本科直博)070102 ..................................................................................... 33 计算数学(硕博连读)070102a ................................................................................... 38 应用数学(本科直博)070104 ..................................................................................... 43 应用数学 070104......................................................................................................... 49 运筹学与控制论(本科直博)070105018 .................................................................... 53 物理学系 ............................................................................................................................. 59 理论物理(本科直博)070201 ..................................................................................... 59 理论物理 070201......................................................................................................... 66 凝聚态物理(本科直博)070205019 ........................................................................... 73 凝聚态物理 070205019 ............................................................................................... 80 凝聚态物理(硕博连读)070205019a.......................................................................... 87 光学(本科直博)070207019 ...................................................................................... 95 光学 070207019 .......................................................................................................... 99 光学(硕博连读)070207019a .................................................................................. 105 现代物理研究所................................................................................................................. 111 粒子物理与原子核物理 070202 .................................................................................. 111 粒子物理与原子核物理(硕博连读)070202a.............................................................114 原子与分子物理(本科直博)070203 .........................................................................118 原子与分子物理 070203 ............................................................................................ 122 原子与分子物理(硕博连读)070203a ...................................................................... 126 化学系 ............................................................................................................................... 130 无机化学(本科直博)070301022 ............................................................................. 130 无机化学 070301022 ................................................................................................. 134 无机化学(硕博连读)070301022a ........................................................................... 138 分析化学(本科直博)070302 ................................................................................... 143 分析化学 070302....................................................................................................... 147 分析化学(硕博连读)070302a ................................................................................. 151 有机化学(本科直博)070303022 ............................................................................. 155 有机化学 070303022 ................................................................................................. 159 有机化学(硕博连读)070303022a ........................................................................... 163 物理化学(本科直博)070304022 ............................................................................. 167 物理化学 070304022 ................................................................................................. 172 物理化学(硕博连读)070304022a ........................................................................... 176 化学生物学(本科直博)0703Z1 ............................................................................... 180 1

数学科学学院 1 - gs.fudan.edu.cn · 全面发展的高级基础数学理论研究人才。 ... 二 、 课程学习及 ... 成绩优秀的硕士生可以在二年级

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    ........................................................................................................................ 1

    070101 ....................................................................................... 1 070101 ......................................................................................................... 14 070101a ................................................................................... 21 070102 ..................................................................................... 33 070102a ................................................................................... 38 070104 ..................................................................................... 43 070104 ......................................................................................................... 49 070105018 .................................................................... 53

    ............................................................................................................................. 59 070201 ..................................................................................... 59 070201 ......................................................................................................... 66 070205019 ........................................................................... 73 070205019 ............................................................................................... 80 070205019a.......................................................................... 87 070207019 ...................................................................................... 95 070207019 .......................................................................................................... 99 070207019a .................................................................................. 105

    ................................................................................................................. 111 070202 .................................................................................. 111 070202a ............................................................. 114 070203 ......................................................................... 118 070203 ............................................................................................ 122 070203a ...................................................................... 126

    ............................................................................................................................... 130 070301022 ............................................................................. 130 070301022 ................................................................................................. 134 070301022a ........................................................................... 138 070302 ................................................................................... 143 070302 ....................................................................................................... 147 070302a ................................................................................. 151 070303022 ............................................................................. 155 070303022 ................................................................................................. 159 070303022a ........................................................................... 163 070304022 ............................................................................. 167 070304022 ................................................................................................. 172 070304022a ........................................................................... 176 0703Z1 ............................................................................... 180

    1

  • 2

    0703Z1 ................................................................................................... 184 .......................................................................................................... 188

    081202 ..................................................................... 188 081202 ........................................................................................ 195 081202a ................................................................... 199 081203 ........................................................................ 204 081203 ............................................................................................. 211 0812Z1 ...................................................................................................... 215 083500 ................................................................................... 219 083500 ....................................................................................................... 227 083500a ................................................................................. 232 085271a ............................................................. 238 085271b ..................................................................... 241

    ........................................................................................................................ 244 080103 ................................................................................... 244 080103 ....................................................................................................... 251

    ........................................................................................................................ 258 080501 ........................................................................ 258 080501 ............................................................................................ 264 080501a ...................................................................... 269 080502 ....................................................................................... 278 080502 .......................................................................................................... 283 080502a ..................................................................................... 287 080901030 ............................................................................................. 293 080901030a........................................................................ 296

    .................................................................................................................... 301 070305044 ............................................................... 301 070305044 .................................................................................. 305 070305044a ............................................................. 310

    .................................................................................................................... 314 071001 .......................................................................................................... 314 071005 ................................................................................... 317 071005 ....................................................................................................... 320 071005a ................................................................................. 323 071006070 ......................................................................... 326 071006070 ............................................................................................. 329 071006070a........................................................................ 332 071007070 ................................................................................. 335 071007070 .................................................................................................... 339 071007070a ............................................................................... 342 071008070 ............................................................................................. 346

    2

  • 3

    071010070 ........................................................ 349 071010070 ........................................................................... 352 071010070a ...................................................... 355 071011 ................................................................................ 358 071011 ................................................................................................... 361 0710Z1 ............................................................................... 364 0710Z1 ................................................................................................... 367 0710Z2 ................................................................................................... 370 071300 ....................................................................................... 373 071300 .......................................................................................................... 376 071300a ..................................................................................... 379 0714Z1 .................................................................................................... 382 0714Z1a ............................................................................. 385 085200023a........................................................................ 388 085200070b ....................................................... 391

    .......................................................................................................... 394 070207072 ........................................................................................................ 394 070207072a .................................................................................. 398 080300 ................................................................................... 403 080300 ....................................................................................................... 407 080300a .................................................................................. 411 080901072 ......................................................................... 415 080901072 ............................................................................................. 420 080901072a........................................................................ 424 080902 ............................................................................... 428 080902 ................................................................................................... 434 080903 .............................................................. 438 080903 ................................................................................. 445 080904 ..................................................................... 450 080904 ........................................................................................ 454 083100072 ...................................................................... 457 083100072 .......................................................................................... 462 085200072e .............................. 465

    ............................................................................................................. 468 083001 ....................................................................................................... 468 083001a ............................................................................. 473 083002 ................................................................................... 476 083002 ....................................................................................................... 484 083002a ............................................................................. 491 083002b ................................................................................. 496 1204Z1 ...................................................................................................... 503

    3

  • 4

    .................................................................................................................... 507 070101 ................................................................................... 507 070102 ................................................................................... 520 070103018 ............................................................... 525 070104 ................................................................................... 531

    ........................................................................................................................ 537 080903 .............................................................. 537 080903 ................................................................................. 544 080903a ............................................................ 549 085200072d ........................... 556

    ................................................................................................................. 559 070301301 ............................................................................. 559 070301301 ................................................................................................. 576 070303301 ................................................................................................. 584 070303022a ........................................................................... 588 070304301 ................................................................................................. 592 070304022a ........................................................................... 596 070305301 ............................................................... 600 070305301 .................................................................................. 604 080501 ........................................................................ 608 080501 ............................................................................................ 614 080501a ...................................................................... 619

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    10

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    4

  • 1

    070101

    1 23

    45 4 12 3 9 3 9 2 4 2 4 1 2 1 1 2 2

    2 0.5 1 2 4 6

    1

  • 2

    5 360

    1 2SCISCIE 3

    1 2SCI 3 4

    5

    1

    Yang-Mills

    2

    *

    3

    Laplace

    4

    *

    5

    *

    2

  • 3

    Hopf

    6

    7

    8

    KAMArnoldNekhoroshevAubry-Mather

    9

    10 Hardy-Littlewood RieszLittlewood-Paley-Stein Lp

    MANA620149 3 54 MANA620150 I 3 54 MANA620151 3 54 MANA620161 3 54 MANA620163 3 54 MANA620166 II 3 54 MANA620167 3 54 MANA620168 3 54 MATH620000

    3 54

    MATH620001

    3 54

    MATH620002

    3 54

    MATH620003

    3 54

    MATH620004

    3 54

    MATH620005

    3 54

    MATH620006

    3 54

    MATH620007

    3 54

    MATH620009

    3 54

    MATH620010

    3 54

    MATH620011

    3 54

    MATH620012

    3 54

    MATH620015

    3 54

    MATH620018

    3 54

    MATH620021

    3 54

    MATH620022

    3 54

    MATH620023

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    MATH620078

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    MATH620089

    3 54

    3

  • 4

    MATH620090

    3 54

    MATH620091

    3 54

    MATH620092

    3 54

    MANA620152 3 54 MANA620153 3 54 MANA620159 2 36 MANA620160 3 54 MANA620162

    3 54 MANA620164 3 54 MANA620169 3 54 MANA620170 3 54 MANA620193 3 54 MANA820008 3 54 MANA820044 3 54 MANA820045 3 54 MANA820046 3 54 MANA820047 3 54 MANA820048 3 54 MANA820049 3 54 MANA820050

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    3 54 MANA820051 3 54 MANA820052 3 54 MATH620016

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    MATH620032

    3 54

    MATH620035

    4 72

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    MATH620037 C*-I

    3 54

    MATH620038 Banach

    3 54

    MATH620039 Banach

    3 54

    MATH620040

    3 54

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    4

  • 5

    MATH620042

    3 54

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    3 54

    MATH620080

    3 54

    MATH620081

    3 54

    MATH620082

    3 54

    MATH620083

    3 54

    MATH620084

    3 54

    MATH620085

    3 54

    MATH620086

    3 54

    MATH620087

    3 54

    MATH620088

    3 54

    MATH620093

    3 54

    MATH620094

    3 54

    MATH620095

    3 54

    MATH620096

    3 54

    MATH620097

    3 54

    MATH620098

    3 54

    MATH620099 Hopf

    3 54

    MATH620100

    3 54

    MATH620111 HilbertToeplitz

    3 54

    MATH620112

    3 54

    MATH620113

    3 54

    MATH620114

    3 54

    MATH620115

    3 54

    MATH620116

    3 54

    MATH620117

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    5

  • 6

    MATH620118

    3 54

    MATH620119

    3 54

    MATH620120

    3 54

    MATH620121

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    MATH620122

    3 54

    MATH620123

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    MATH620124

    3 54

    MATH620125

    3 54

    MATH620126

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    MATH620127

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    MATH620128

    3 54

    MATH620129

    3 54

    MATH620130

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    MATH620131

    3 54

    MATH620132

    3 54

    MATH620133

    3 54

    MATH620134

    3 54

    MATH620135

    3 54

    MATH620136

    3 54

    MATH620137

    3 54

    MATH620138

    3 54

    MATH620139

    3 54

    MATH620140 Levy

    3 54

    MATH620141 Malliavin

    3 54

    MATH620142

    3 54

    MATH620145

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    MATH820000

    3 54

    MATH820001

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    MATH820002

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    MATH820003

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    MATH820004

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    MATH820007

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    6

  • 7

    MATH820009 K-

    3 54

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    3 54

    MATH820011

    3 54

    MATH820012

    3 54

    MATH820013

    3 54

    MATH820014

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    MATH820015

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    MATH820016

    3 54

    MATH820023

    3 54

    MATH820024

    3 54

    MATH820027

    3 54

    MATH820028

    3 54

    MATH820030

    3 54

    MATH820032

    3 54

    MATH820033

    3 54

    MATH820034

    4 72

    MATH820035

    4 72

    MATH820036 Hopf

    3 54

    MATH820037

    3 54

    MATH820038

    3 54

    MATH820040

    3 54

    MATH820045

    3 54

    MATH820047

    3 54

    MATH820048

    3 54

    MATH820049 EulerNavier-Stokes

    3 54

    MATH820050

    3 54

    MATH820051

    3 54

    MATH820052

    3 54

    MATH820053

    3 54

    MATH820054

    3 54

    MATH820055

    3 54

    MATH820056

    3 54

    MATH820058

    3 54

    MATH820059

    3 54

    MATH820060

    3 54

    7

  • 8

    MATH820061

    3 54

    MATH820062

    3 54

    MATH820063

    3 54

    MATH820064

    3 54

    MATH820065

    3 54

    MATH820066 KAM

    3 54

    MATH820067

    3 54

    MATH820068

    3 54

    MATH820069

    3 54

    MATH820070

    3 54

    MATH820071

    3 54

    MATH820073

    3 54

    MATH820074

    3 54

    MATH820076

    3 54

    MATH820077

    3 54

    MANA630197 3 54 MANA630198 3 54 MANA630199 3 54 MANA630200 3 54 MANA630201 3 54 MANA630202 3 54 MANA630203 I 3 54 MANA630204 II 3 54 MANA630205 3 54 MANA630206 2 36 MANA630207 2 36 MANA630208 2 36 MANA630209 3 54 MANA630210 3 54 MANA630211 3 54 MANA630212 3 54 MANA630213 3 54 MANA630214 Bayes 3 54

    MANA630215 3 54 MANA630216 3 54 MANA630217

    Markov

    3 54 MANA630218 3 54 MANA630243 3 54 MANA630247

    3 54 MANA830118 3 54 MANA830119 3 54 MANA830120

    I

    3 54

    MANA830121 II

    3 54 MANA830122 2 36

    8

  • 9

    MANA830125 Markov 2 36 MANA830126 2 36 MANA830127 3 54 MANA830128 2 36 MANA830129 2 36 MATH620101

    4 72

    MATH620149

    3 54

    MATH630000

    3 54

    MATH630001

    3 54

    MATH630003 Morse

    3 54

    MATH630004

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    MATH630005

    3 54

    MATH630008

    3 54

    MATH630009

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    MATH630010

    3 54

    MATH630011

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    MATH630012

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    MATH630013

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    MATH630014

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    MATH630015

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    MATH630032

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    MATH630037

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    MATH630043

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    MATH630044

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    MATH630046

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    MATH630047

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    MATH630048

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    MATH630051

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    MATH630052

    3 54

    MATH630053

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    MATH630054

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    MATH630055

    3 54

    MATH630056

    3 54

    MATH630057

    3 54

    MATH630058

    3 54

    MATH630059

    3 54

    MATH630060

    3 54

    9

  • 10

    MATH630061 K-

    3 54

    MATH630062

    3 54

    MATH630064

    3 54

    MATH630065

    3 54

    MATH630066

    3 54

    MATH630067

    3 54

    MATH630068

    3 54

    MATH630069

    3 54

    MATH630070

    3 54

    MATH630097

    3 54

    MATH630101

    3 54

    MATH630103

    3 54

    MATH630104

    3 54

    MATH630105

    3 54

    MATH630106

    3 54

    MATH630107

    3 54

    MATH630108

    3 54

    MATH630109

    3 54

    MATH630110

    3 54

    MATH630111

    3 54

    MATH630112

    3 54

    MATH630113

    3 54

    MATH630114

    3 54

    MATH630115

    3 54

    MATH630116

    3 54

    MATH630117

    3 54

    MATH630118

    3 54

    MATH630119

    3 54

    MATH630120

    3 54

    MATH630121

    3 54

    MATH630122

    3 54

    MATH630123

    3 54

    MATH630124

    3 54

    MATH630125

    3 54

    MATH630126

    3 54

    10

  • 11

    MATH630127

    3 54

    MATH630128

    3 54

    MATH630129

    3 54

    MATH630130

    3 54

    MATH630131

    3 54

    MATH630132 I

    3 54

    MATH630133 II

    3 54

    MATH630134

    3 54

    MATH630135

    2 324

    MATH630136

    3 54

    MATH820041

    3 54

    MATH820042

    3 54

    MATH830000 KK-

    3 54

    MATH830001

    3 54

    MATH830003

    3 54

    MATH830004

    3 54

    MATH830005

    3 54

    MATH830015

    3 54

    MATH830016

    3 54

    MATH830019

    3 54

    MATH830020

    3 54

    MATH830021

    3 54

    MATH830022 Torus

    3 54

    MATH830023 Moment

    3 54

    MATH830040

    3 54

    MATH830041 Littlewood-Paley-Stein

    3 54

    MATH830042

    3 54

    MATH830043

    3 54

    MATH830044 Teichmuller

    3 54

    MATH830045

    3 54

    1 Introduction to Complex Conformal Invariants Ahffors

    2 Partial Differential Equations Lawsence C. Evans 3 Homological Algebra J. J. RotmanC. Weible

    11

  • 12

    4 Commutative Algebra H. Matsumura 5 6 7 8 9 Soliton Theory and Its Applications 10 Theory of Functional Differential Equations J. K. Hale 11 Devaney () 12 Annals. Acad. Sci. Fenn 13 Journal of Geom. Analysis 14 J. of Functional Analysis 15 J. of Differential Geometry 16 Comm. In Algebra 17 Algebra Colloquium 18 Integral Equations and Operator Theory 19 20 Analysis of Several Variables Homander 21 A Course in Functional Analysis J. B. Conway 22 23

    Introduction to the Theory of Linear Partial Differential Equation

    J. Chzarain & A. Pirion

    24 Hamiltonian Approach in the Theory of Solitons

    N. L. A. Tskhtajan & L. D. Fadd

    25 Elements de Geometrie Algebrique Grothendieck & J. Diendonne 26 Algebraic Geometry R. Hartshorne 27 Basic Algebra (,) N. Jacobson 28 R. Kress 29 30 Probability Theory and Related Fields 31 Operator Theory 32 K-Theory 33 J. of Differential Equations 34 Comm. On Pure and Applied Math 35 Annals of Mathematics 36

    Transactions of American Mathematical Society

    37 Mathematische Annalen 38 Invention Math. 39 Comm. In Math. Physics 40 J. Math. Physics 41 J. of AMS 42 J. of Algebra 43 J. of Pure and Applied Algebra 44 Inverse Problems 45 Physics A. D. 46 International J. of Bifurcation and Chaos 47 48 49 --- 50 AB 51 52 53 Continuous Martingales and Brownian Motion D. Reuuz & M. Yor 54 Probability Theory Y. S. Chow & H. Teisher 55 C*-Algebras and Their Automorphism Groups G. K. Pedersen

    12

  • 13

    56 Foundations of Differential Geometry S. Kobayasbi & K. Nomigu 57

    A comprehensive Introduction to Differential geometry

    M. Spivak 58 Large Scale Structure of Space-Time O. W. Hawking & G. F. R. Eills 59 Comm. In Partial Differential Equations

    13

  • 14

    070101

    1 23

    25 2 6 3 9 1 2 1 2 1 2 1 2 2

    1 2 4 6

    5

    14

  • 15

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    1 2SCISCIE 3

    1 2SCI 3 4

    3

    1

    Yang-Mills

    2

    *

    3

    Laplace

    4

    *

    5

    Hopf

    *

    6

    7

    8

    KAMArnoldNekhoroshevAubry-Mather

    9

    15

  • 16

    10 Hardy-Littlewood RieszLittlewood-Paley-Stein Lp

    MANA820008 3 54 MANA820044 3 54 MANA820045 3 54 MANA820046 3 54 MANA820047 3 54 MANA820048 3 54 MANA820049 3 54 MANA820050

    Markov

    3 54 MANA820051 3 54 MANA820052 3 54 MATH620018

    3 54

    MATH620028

    3 54

    MATH620043

    3 54

    MATH620045

    3 54

    MATH620081

    3 54

    MATH620085

    3 54

    MATH620091

    3 54

    MATH620111 HilbertToeplitz

    3 54

    MATH620124

    3 54

    MATH620136

    3 54

    MATH620140 Levy

    3 54

    MATH620141 Malliavin

    3 54

    MATH620142

    3 54

    MATH620145

    3 54

    MATH820000

    3 54

    MATH820001

    3 54

    MATH820002

    3 54

    MATH820003

    3 54

    MATH820004

    3 54

    MATH820005

    3 54

    MATH820006

    3 54

    MATH820007

    3 54

    MATH820008

    3 54

    MATH820009 K-

    3 54

    MATH820010

    3 54

    16

  • 17

    MATH820011

    3 54

    MATH820012

    3 54

    MATH820013

    3 54

    MATH820014

    3 54

    MATH820015

    3 54

    MATH820016

    3 54

    MATH820023

    3 54

    MATH820024

    3 54

    MATH820027

    3 54

    MATH820028

    3 54

    MATH820030

    3 54

    MATH820032

    3 54

    MATH820033

    3 54

    MATH820034

    4 72

    MATH820035

    4 72

    MATH820036 Hopf

    3 54

    MATH820037

    3 54

    MATH820038

    3 54

    MATH820040

    3 54

    MATH820045

    3 54

    MATH820047

    3 54

    MATH820048

    3 54

    MATH820049 EulerNavier-Stokes

    3 54

    MATH820050

    3 54

    MATH820051

    3 54

    MATH820052

    3 54

    MATH820053

    3 54

    MATH820054

    3 54

    MATH820055

    3 54

    MATH820056

    3 54

    MATH820057

    3 54

    MATH820058

    3 54

    MATH820059

    3 54

    MATH820060

    3 54

    MATH820061

    3 54

    MATH820062

    3 54

    17

  • 18

    MATH820063

    3 54

    MATH820064

    3 54

    MATH820065

    3 54

    MATH820066 KAM

    3 54

    MATH820067

    3 54

    MATH820068

    3 54

    MATH820069

    3 54

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    3 54 18

  • 19

    MATH830020

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    MATH830021

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    3 54

    MATH830023 Moment

    3 54

    MATH830040

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    3 54

    MATH830042

    3 54

    MATH830043

    3 54

    MATH830044 Teichmuller

    3 54

    MATH830045

    3 54

    1 Introduction to Complex Conformal Invariants Ahffors

    2 Partial Differential Equations Lawsence C. Evans 3 Homological Algebra J. J. RotmanC. Weible 4 Commutative Algebra H. Matsumura 5 6 7 8 9 Soliton Theory and Its Applications 10 Theory of Functional Differential Equations J. K. Hale 11 Devaney () 12 Annals. Acad. Sci. Fenn 13 Journal of Geom. Analysis 14 J. of Functional Analysis 15 J. of Differential Geometry 16 Comm. In Algebra 17 Algebra Colloquium 18 Integral Equations and Operator Theory 19 20 Analysis of Several Variables Homander 21 A Course in Functional Analysis J. B. Conway 22 23

    Introduction to the Theory of Linear Partial Differential Equation

    J. Chzarain & A. Pirion

    24 Hamiltonian Approach in the Theory of Solitons

    N. L. A. Tskhtajan & L. D. Fadd

    25 Elements de Geometrie Algebrique Grothendieck & J. Diendonne 26 Algebraic Geometry R. Hartshorne 27 Basic Algebra (,) N. Jacobson 28 R. Kress 29 30 Probability Theory and Related Fields 31 Operator Theory 32 K-Theory 33 J. of Differential Equations 34 Comm. On Pure and Applied Math

    19

  • 20

    35 Annals of Mathematics 36

    Transactions of American Mathematical Society

    37 Mathematische Annalen 38 Invention Math. 39 Comm. In Math. Physics 40 J. Math. Physics 41 J. of AMS 42 J. of Algebra 43 J. of Pure and Applied Algebra 44 Inverse Problems 45 Physics A. D. 46 International J. of Bifurcation and Chaos 47 48 49 --- 50 AB 51 52 53 Continuous Martingales and Brownian Motion D. Reuuz & M. Yor 54 Probability Theory Y. S. Chow & H. Teisher 55 C*-Algebras and Their Automorphism Groups G. K. Pedersen 56 Foundations of Differential Geometry S. Kobayasbi & K. Nomigu 57

    A comprehensive Introduction to Differential geometry

    M. Spivak

    58 Large Scale Structure of Space-Time O. W. Hawking & G. F. R. Eills 59 Comm. In Partial Differential Equations

    20

  • 21

    070101a

    1 23

    50 4 12 3 9 4 12 3 5 2 4 1 2 1 2 2 2

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    22

  • 23

    8

    KAMArnoldNekhoroshevAubry-Mather

    9

    10 Hardy-Littlewood RieszLittlewood-Paley-Stein Lp

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  • 24

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    24

  • 25

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    3 54

    MATH620100

    3 54

    MATH620111 HilbertToeplitz

    3 54

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    3 54

    MATH620114

    3 54

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    25

  • 26

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    26

  • 27

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  • 28

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  • 29

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  • 30

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    30

  • 31

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    3 54

    1 Basic Algebra (,) N. Jacobson 2 R. Kress 3 4 Probability Theory and Related Fields 5 Operator Theory 6 K-Theory 7 J. of AMS 8 J. of Algebra 9 J. of Pure and Applied Algebra 10 Inverse Problems 11 Physics A. D. 12 International J. of Bifurcation and Chaos 13 J. of Differential Equations 14 Comm. On Pure and Applied Math 15 Annals of Mathematics 16

    Transactions of American Mathematical Society

    17 Mathematische Annalen 18 Invention Math. 19 Comm. In Math. Physics 20 J. Math. Physics

    31

  • 32

    21 Introduction to Complex Conformal Invariants Ahffors

    22 Partial Differential Equations Lawsence C. Evans 23 Homological Algebra J. J. RotmanC. Weible 24 Commutative Algebra H. Matsumura 25 26 27 28 29 Soliton Theory and Its Applications 30 Theory of Functional Differential Equations J. K. Hale 31 Devaney () 32 Annals. Acad. Sci. Fenn 33 Journal of Geom. Analysis 34 J. of Functional Analysis 35 J. of Differential Geometry 36 Comm. In Algebra 37 Algebra Colloquium 38 Integral Equations and Operator Theory 39 40 Analysis of Several Variables Homander 41 A Course in Functional Analysis J. B. Conway 42 43

    Introduction to the Theory of Linear Partial Differential Equation

    J. Chzarain & A. Pirion

    44 Hamiltonian Approach in the Theory of Solitons

    N. L. A. Tskhtajan & L. D. Fadd

    45 Elements de Geometrie Algebrique Grothendieck & J. Diendonne 46 Algebraic Geometry R. Hartshorne 47 48 49 --- 50 AB 51 52 53 Continuous Martingales and Brownian Motion D. Reuuz & M. Yor 54 Probability Theory Y. S. Chow & H. Teisher 55 C*-Algebras and Their Automorphism Groups G. K. Pedersen 56 Foundations of Differential Geometry S. Kobayasbi & K. Nomigu 57

    A comprehensive Introduction to Differential geometry

    M. Spivak

    58 Large Scale Structure of Space-Time O. W. Hawking & G. F. R. Eills 59 Comm. In Partial Differential Equations

    32

  • 33

    070102

    1 23

    45 4 12 3 9 3 9 2 4 2 4 1 2 1 1 2 2

    2 0.5 1 2 4 6

    33

  • 34

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  • 35

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    35

  • 36

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    ECON620041 3 54

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    MANA830008 3 54 PHYS620000 4 72 PHYS620041 II 3 54

    1 Matrix Computations

    Gene H. Golub & Charles F.Van Loan

    2 3 4 Iteration Methods O. Axelsson 5

    Interior point algorithms: Theory and Analysis

    Ye, Yinyu 6 7 The Symmetric Eigenvalue Problem Beresford N. Parlatt 8 9 Multigrid Methods J. H. Bramble 10 Convex Analysis R.T. Rochafellar 11 FredholmTikhonov C. W. Groetrch 12

    Inverse Problems for Partial Differential Equations

    V. Isakov

    36

  • 37

    13 Inverse Problems 14 15 SIAM Science Computation 16 SIAM Numerical Mathematics 17 SIAM Journal on Control and Optimization 18 SIAM Journal on Optimization 19 Applied Numerical Mathematics 20 IMA J. of Numerical Mathematics 21 Numerische Mathematik 22 Computational Mathematics 23 BIT 24 Applied Mathematics Computation 25 Numerical Linear Algebra with Application 26 Numerical Algorithm 27 Inter. J. Computation Appl. Math. 28

    Journal of Mathematical Analysis and Applications

    29 Journal of Optimization Theory and Applications

    30 P. G. 31 Iteration Methods of Linear Equations Y. Saad 32 Sobolev Space R. A. Adams 33

    The Finite Element Method for Elliptic Problems

    P. G. Ciarlet

    34 The Mathematical Theory of Finite Element Method

    S. C. Brenner &L. R. Scott 35 Multigrid Methods and Applications W. Hackbush 36 Mixed and Hybrid Finite Element Methods F. Brezzi 37 Tikhonov 38 Nonlinear Analysis 39

    Numerical Mathematics-A J. of Chinese Universities

    40 J. of Computational Mathematics 41 42 43 Linear Algebra and Applications 44 Mathematical Programming 45 SIAM Matrix Analysis and Applications

    37

  • 38

    070102a

    1 23

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    1 Matrix Computations

    Gene H. Golub & Charles F.Van Loan

    2 3 4 Iteration Methods O. Axelsson 5

    Interior point algorithms: Theory and Analysis

    Ye, Yinyu 6 7 The Symmetric Eigenvalue Problem Beresford N. Parlatt 8 9 Multigrid Methods J. H. Bramble 10 Convex Analysis R.T. Rochafellar 11 FredholmTikhonov C. W. Groetrch 12

    Inverse Problems for Partial Differential Equations

    V. Isakov 13 Inverse Problems 14 15 SIAM Science Computation 16 SIAM Numerical Mathematics

    41

  • 42

    17 SIAM Journal on Control and Optimization 18 SIAM Journal on Optimization 19 Applied Numerical Mathematics 20 IMA J. of Numerical Mathematics 21 Numerische Mathematik 22 Computational Mathematics 23 BIT 24 Applied Mathematics Computation 25 Numerical Linear Algebra with Application 26 Numerical Algorithm 27 Inter. J. Computation Appl. Math. 28

    Journal of Mathematical Analysis and Applications

    29 Journal of Optimization Theory and Applications

    30 P. G. 31 Iteration Methods of Linear Equations Y. Saad 32 Sobolev Space R. A. Adams 33

    The Finite Element Method for Elliptic Problems

    P. G. Ciarlet

    34 The Mathematical Theory of Finite Element Method

    S. C. Brenner &L. R. Scott 35 Multigrid Methods and Applications W. Hackbush 36 Mixed and Hybrid Finite Element Methods F. Brezzi 37 Tikhonov 38 Nonlinear Analysis 39

    Numerical Mathematics-A J. of Chinese Universities

    40 J. of Computational Mathematics 41 42 43 Linear Algebra and Applications 44 Mathematical Programming 45 SIAM Matrix Analysis and Applications

    42

  • 43

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    Boundary Value Problems for Quasilinear Hyperbolic Systems

    5 Boundary Value Problem with Equivalued Surface

    6 Circuit System and Signal Processing 7 Int. J. of Bifurcation and Chaos 8 Nonlinearity 9 10 11

    12 Nonlinear parabolic equations and hyperbolic-parabolic coupled systems

    13 CAGD J. L. Lions 14 Computaion Geometry 15 Comm. Pur. Appl. 16 Comm. P. D. E. 17 Euro. J. of Appl. Math. 18 Surv. Math. Ind. 19 IEEE Transactions on Neural Networks 20 IEEE Transactions on Signal Processing 21 Signal Processing 22 Chaos 23 24 25 --- 26 AB 27 28 SIAM Journals ... 29 Journal of Differential Equations 30 Physica A, D

    48

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  • 52

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    Boundary Value Problems for Quasilinear Hyperbolic Systems

    5 Boundary Value Problem with Equivalued Surface

    6 Circuit System and Signal Processing 7 Int. J. of Bifurcation and Chaos 8 Nonlinearity 9 10 11

    12 Nonlinear parabolic equations and hyperbolic-parabolic coupled systems

    13 CAGD J. L. Lions 14 Computaion Geometry 15 Comm. Pur. Appl. 16 Comm. P. D. E. 17 Euro. J. of Appl. Math. 18 Surv. Math. Ind. 19 IEEE Transactions on Neural Networks 20 IEEE Transactions on Signal Processing 21 Signal Processing 22 Chaos 23 24 25 --- 26 AB 27 28 Journal of Differential Equations 29 SIAM Journals ... 30 Physica A, D 31 Physical Review ...

    52

  • 53

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  • 57

    1 2 HJB

    3 Optimal Control Theory for Infinite Dimensional Systems

    Xunjing Li & Jiongmin Yong Birkhaeuser 1994

    4 Stochastic Controls: Hamiltonian systems and HJB equations

    Jiongmin Yong & Xunyu Zhou Springer 1999

    5 Controlled Markov Processes and Viscosity Solutions

    W. H. Fleming & H. M. Soner Springer 1993

    6 Methods of Mathematical Finance I. Karatzas & S. Shreve Springer 1998

    7 Mathematics of Financial Markets R.J. Elliott & K. P. Ekkehard Springer 1999

    8 Introduction to Mathematical Finance:Discrete Time Models

    S. R. Pliska Blackwell 1997

    9 Continuous-time finance Robert C. Merton Blackwell 1999

    10 Linear optimization D.Bertsimas,etd 11 Nonlinear programming D.Bertsimas,etd 12 Convex analysis R.T.Rockafellar 13

    Introduction to Stochastic dynamic programming

    S.Ross

    14 Geometric algorithms and combinatorial optimization

    M.Grotschel, etc 15 Set-Value Analysis J.P.Aubin, etc. 16 Optimization and Non-smooth Analysis F.H.Clarck 17 Variational Analysis R.T.Rockefeller 18 Mathematical method of classical mechanics

    V.I. Arnold

    19 Geometrical Methods for ordinary differential equations

    V.I. Arnold

    20 1990

    21 2000.4

    22 Theory of Funtional Differential Equations Springer-Verlag1997J.K.Hale

    23 Mathematical programming Springer 24 SIAM Review SIAM 25 SIAM J. Control & Optim. SIAM 26 SIAM Math. Anal. SIAM 27 Appl. Math. & Optim. 28 J. Optim. Theory & Appl. Plenum Publishing 29 Inter. J. Control 30 SIAM J. Optim. SIAM 31 Diff. Eqs. 32 IEEE Transaction AC 33 Systems and Control Letter 34 Automatica 35 Ann. Probability 36 Probability Theory and Related Fields 37 Ann. Applied Probability

    57

  • 58

    38 Stochastic Processes and Their Applications 39 Mathematical Finance 40 Finance and Stochastics 41 Econometrica 42 J. Finance 43 J. Mathematical Economics 44 J. Economic Theory 45 Operations Research INFORMS 46 Operations Research Letters Elsevier B.V. 47 Mathematics of Operations research INFORMS 48 Management Science INFORMS 49 50 51 AB 52 53 AB 54 AB 55 56 57 Journal of Control Theory and Applications

    58 59 60 61 Journal of Differential Equations 62 Chaos 63 International Journal of Bifurcation & Chaos 64 Chaos,Solitons & Fractals 65 Physica D 66 Neural Network 67 Egodic theory and dynamical systems 68 Communication in Math. Physics 69 Communication on pure and applied math. 70 Annals of Math.

    58

  • 59

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    Cosimo Bambi Antonino Marciano Leonardo Modesto

    60

  • 61

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    1 The Quntum Theory of Light

    London, Rodney Clarendon Press Oxford

    2 Scaling and Renormalization in Statistical Physics

    John Cardy Cambridge University Press

    3 Statistical Physics of fields M Kardar Cambridge University Press

    4

    5

    6 Topics in Advanced Quantum Mechanics B. R. Holstein Dover Publications

    7 Advanced Quantum Mechanics J. J. Sakurai

    8 II

    9 Electrodynamics of continuous media LD Landau and E. M. Lifshitz Pergamon Press

    10 Classical Electrodynamics JD Jackson John Wiley & Sons

    11 Surface Physics and Surface Analysis (2004) (

    12 Concepts of surface science M. C. Desjonqueres (2007)

    13 Principles of surface physics F. Bechstedt Springer (2003), (2007)

    14 Physics at surfaces Andrew Zangwill ( 2006)

    15 Introduction to surface Physics

    M. Prutton Oxford Science publication (1994)

    16 Modern techniques of surface science

    D. P. Woodruff and T. A, Delchar Cambridge Univ.(1994)

    17 An Introduction to Introduction to Soft Matter Physics

    Luwei Zhou Fudan University Press

    18 Soft Condensed Matter Richard A.L.Jones Oxford University Press

    64

  • 65

    19 Quantum Field Theory Franz Mandl, Graham, Shaw 20 Laser Spectroscopy

    W. Demtroder Springer

    21 Optical resonance and two-level atoms L. Allen and J.H. Eberly Dover , New York

    22 Atom-Photon Interactions, Basic Process and Applications

    Cohen-Tannoudji, Claude, Dupont-Roc, Jaques, and Grynberg, Gilbert Wiley-Interscience

    23

    24

    25 R

    26 J

    65

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    1 The Quntum Theory of Light

    London, Rodney Clarendon Press Oxford

    2 Scaling and Renormalization in Statistical Physics

    John Cardy Cambridge University Press

    3 Statistical Physics of fields M Kardar Cambridge University Press

    4

    5

    70

  • 71

    6 Topics in Advanced Quantum Mechanics B. R. Holstein Dover Publications

    7 Advanced Quantum Mechanics J. J. Sakurai

    8 II

    9 Electrodynamics of continuous media LD Landau and E. M. Lifshitz Pergamon Press

    10 Classical Electrodynamics JD Jackson John Wiley & Sons

    11 Surface Physics and Surface Analysis (2004) (

    12 Concepts of surface science M. C. Desjonqueres (2007)

    13 Principles of surface physics F. Bechstedt Springer (2003), (2007)

    14 Physics at surfaces Andrew Zangwill ( 2006)

    15 Introduction to surface Physics M. Prutton Oxford Science publication (1994)

    16 Modern techniques of surface science D. P. Woodruff and T. A, Delchar Cambridge Univ.(1994)

    17 An Introduction to Introduction to Soft Matter Physics

    Luwei Zhou Fudan University Press

    18 Soft Condensed Matter Richard A.L.Jones Oxford University Press

    19 Quantum Field Theory Franz Mandl, Graham, Shaw 20 Laser Spectroscopy

    W. Demtroder Springer

    21 Optical resonance and two-level atoms L. Allen and J.H. Eberly Dover , New York

    22 Atom-Photon Interactions, Basic Process and Applications

    Cohen-Tannoudji, Claude, Dupont-Roc, Jaques, and Grynberg, Gilbert Wiley-Interscience

    23

    24

    25 R

    26 J

    27 The Quntum Theory of Light London, Rodney Clarendon Press Oxford

    28 Scaling and Renormalization in Statistical Physics

    John Cardy Cambridge University Press

    29 Statistical Physics of fields M Kardar Cambridge University Press

    30

    31

    32 Topics in Advanced Quantum Mechanics B. R. Holstein Dover Publications

    71

  • 72

    33 Advanced Quantum Mechanics J. J. Sakurai

    34 II

    35 Electrodynamics of continuous media LD Landau and E. M. Lifshitz Pergamon Press

    36 Classical Electrodynamics JD Jackson John Wiley & Sons

    37 Surface Physics and Surface Analysis (2004) (

    38 Concepts of surface science M. C. Desjonqueres (2007)

    39 Principles of surface physics F. Bechstedt Springer (2003), (2007)

    40 Physics at surfaces Andrew Zangwill ( 2006)

    41 Introduction to surface Physics M. Prutton Oxford Science publication (1994)

    42 Modern techniques of surface science D. P. Woodruff and T. A, Delchar Cambridge Univ.(1994)

    43 An Introduction to Introduction to Soft Matter Physics

    Luwei Zhou Fudan University Press

    44 Soft Condensed Matter Richard A.L.Jones Oxford University Press

    45 Quantum Field Theory Franz Mandl, Graham, Shaw 46 Laser Spectroscopy

    W. Demtroder Springer

    47 Optical resonance and two-level atoms L. Allen and J.H. Eberly Dover , New York

    48 Atom-Photon Interactions, Basic Process and Applications

    Cohen-Tannoudji, Claude, Dupont-Roc, Jaques, and Grynberg, Gilbert Wiley-Interscience

    49

    50

    51 R

    52 J

    72

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    1 The Quntum Theory of Light

    London, Rodney Clarendon Press Oxford

    2 Scaling and Renormalization in Statistical Physics

    John Cardy Cambridge University Press

    3 Statistical Physics of fields M Kardar Cambridge University Press

    4

    5

    6 Topics in Advanced Quantum Mechanics

    B. R. Holstein Dover Publications

    7 Advanced Quantum Mechanics

    J. J. Sakurai

    76

  • 77

    8 II

    9 Electrodynamics of continuous media LD Landau and E. M. Lifshitz Pergamon Press

    10 Classical Electrodynamics JD Jackson John Wiley & Sons

    11 Surface Physics and Surface Analysis (2004) (

    12 Concepts of surface science M. C. Desjonqueres (2007)

    13 Principles of surface physics

    F. Bechstedt Springer (2003), (2007)

    14 Physics at surfaces Andrew Zangwill ( 2006)

    15 Introduction to surface Physics

    M. Prutton Oxford Science publication (1994)

    16 Modern techniques of surface science

    D. P. Woodruff and T. A, Delchar Cambridge Univ.(1994)

    17 An Introduction to Introduction to Soft Matter Physics

    Luwei Zhou Fudan University Press

    18 Soft Condensed Matter Richard A.L.Jones Oxford University Press

    19 Quantum Field Theory Franz Mandl, Graham, Shaw 20 Laser Spectroscopy

    W. Demtroder Springer

    21 Optical resonance and two-level atoms L. Allen and J.H. Eberly Dover , New York

    22 Atom-Photon Interactions, Basic Process and Applications

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    27 The Quntum Theory of Light London, Rodney Clarendon Press Oxford

    28 Scaling and Renormalization in Statistical Physics

    John Cardy Cambridge University Press

    29 Statistical Physics of fields M Kardar Cambridge University Press

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    32 Topics in Advanced Quantum Mechanics B. R. Holstein Dover Publications

    33 Advanced Quantum Mechanics J. J. Sakurai

    34 II

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    35 Electrodynamics of continuous media LD Landau and E. M. Lifshitz Pergamon Press

    36 Classical Electrodynamics JD Jackson John Wiley & Sons

    37 Surface Physics and Surface Analysis (2004) (

    38 Concepts of surface science M. C. Desjonqueres (2007)

    39 Principles of surface physics

    F. Bechstedt Springer (2003), (2007)

    40 Physics at surfaces Andrew Zangwill ( 2006)

    41 Introduction to surface Physics

    M. Prutton Oxford Science publication (1994)

    42 Modern techniques of surface science

    D. P. Woodruff and T. A, Delchar Cambridge Univ.(1994)

    43 An Introduction to Introduction to Soft Matter Physics

    Luwei Zhou Fudan University Press

    44 Soft Condensed Matter Richard A.L.Jones Oxford University Press

    45 Quantum Field Theory Franz Mandl, Graham, Shaw 46 Laser Spectroscopy

    W. Demtroder Springer

    47 Optical resonance and two-level atoms L. Allen and J.H. Eberly Dover , New York

    48 Atom-Photon Interactions, Basic Process and Applications

    Cohen-Tannoudji, Claude, Dupont-Roc, Jaques, and Grynberg, Gilbert Wiley-Interscience

    49

    50

    51 R

    52 J

    53 The Quntum Theory of Light London, Rodney Clarendon Press Oxford

    54 Scaling and Renormalization in Statistical Physics

    John Cardy Cambridge University Press

    55 Statistical Physics of fields M Kardar Cambridge University Press

    56

    57

    58 Topics in Advanced Quantum Mechanics B. R. Holstein Dover Publications

    59 Advanced Quantum Mechanics J. J. Sakurai

    60 II

    61 Electrodynamics of continuous media LD Landau and E. M. Lifshitz Pergamon Press

    78

  • 79

    62 Classical Electrodynamics JD Jackson John Wiley & Sons

    63 Surface Physics and Surface Analysis (2004) (

    64 Concepts of surface science M. C. Desjonqueres (2007)

    65 Principles of surface physics

    F. Bechstedt Springer (2003), (2007)

    66 Physics at surfaces Andrew Zangwill ( 2006)

    67 Introduction to surface Physics

    M. Prutton Oxford Science publication (1994)

    68 Modern techniques of surface science

    D. P. Woodruff and T. A, Delchar Cambridge Univ.(1994)

    69 An Introduction to Introduction to Soft Matter Physics

    Luwei Zhou Fudan University Press

    70 Soft Condensed Matter Richard A.L.Jones Oxford University Press

    71 Quantum Field Theory Franz Mandl, Graham, Shaw 72 Laser Spectroscopy

    W. Demtroder Springer

    73 Optical resonance and two-level atoms L. Allen and J.H. Eberly Dover , New York

    74 Atom-Photon Interactions, Basic Process and Applications

    Cohen-Tannoudji, Claude, Dupont-Roc, Jaques, and Grynberg, Gilbert Wiley-Interscience

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    76

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