著者等 | 書名 |
---|---|
Aikawa, H.(相川弘明) | 複雑領域上のディリクレ問題(岩波数学叢書) |
Abraham, R. - Marsden, J.E. - Ratiu, T. | Manifolds, tensor analysis, and applications. 2nd ed. |
Adams, R.A. | Sobolev spaces. |
Ahlfors, L.V. | Complex analysis. 3rd ed. |
Ambrosio, L. | Gradient flows. 2nd ed. |
Ames, W.F. | Nonlinear partial differential equations in engineering. |
Arai, H.(新井仁之) | ルベーグ積分講義 |
Arnold, V.I. | Mathematical methods of classical mechanics. 2nd ed. |
Arnold, V.I. - Avez, A. | 古典力学のエルゴード問題 |
Asano, K.(浅野啓三) - Nagao, H.(永尾汎) | 群論 |
Atiyah, M.F. | K-theory. |
Atiyah, M.F. - MacDonald, I.G. | Introduction to commutative algebra. |
Baker, A. | Transcendental number theory. |
Bardi, M. | Optimal control and viscosity solutions of Hamilton-Jacobi-Bellman equations. |
Barth, W. - Peters, C.A.M. - van der Ven, A. | Compact complex surfaces. |
Bass, H. | Algebraic K-theory. |
Berge, C. | The Theory of graphs and its applications. |
Beauville, Arnaud | Complex algebraic surfaces,2nd ed |
Berthelot, Pierre - Ogus, Arthur | Notes on crystalline cohomology |
Besse, A.L. | Einstein manifolds. |
Billingsley, P. | Ergodic theory and information. |
Borel, A. | Linear algebraic groups. 2nd enlarged ed. |
Borevich, Z.I. - Shafarevich, I.R. | Number theory. |
Bott, R. - Tu, L.W. | Differential forms in algebraic topology. |
Bourbaki, N. | Algebre. Chap. 1, 2, 3, 4-5, 6-7, 8. |
Bourbaki, N. | Algebre commutative.Chap. 1-2, 3-4, 5-6, 7. |
Bourbaki, N. | Commutative algebra. |
Bourbaki, N. | Groupes et algebres de Lie. Chap. 4-6. |
Bourbaki, N. | Lie groups and Lie algebras. Chap. 1-3. 4-6. |
Bourbaki, N. | Topologie generale.Chap. 1-2. |
Brezis, H. | Analyse fonctionnelle: theorie et applications. |
Brezis, H. | Operateurs maximaux monotones et semi-groupes de contractions dans les espaces de Hilbert. |
Brezzi, Franco - Fortin, Michel | Mixed and hybrid finite element methods |
Browder, W. | Surgery on simply-connected manifolds. |
Bump, D. | Automorphic forms and representations |
Cartan, H. - Eilenberg, S. | Homological algebra. |
Casson, A.J. - Bleiler, S.A. | Automorphisms of surfaces after Nielsen and Thurston. |
Chavel, I. | Eigenvalues in Riemannian geometry. |
Cheeger, J. - Ebin, D.G. | Comparison theorems in Riemannian geometry. |
Chevalley, C. | Theory of Lie groups. I. |
Ciarlet, Philippe G. | The Finite Element Method for Elliptic Problems |
Coddington, E.A. - Levinson, N. | Theory of ordinary differential equations. |
Cornell, Gary - Silverman,Joseph H.- Stevens, Glenn(Editors) | Modular forms and Fermat's last theorem. 3rd ed. |
Courant, R. - Hilbert, D. | Methods of mathematical physics. Vol. 1, 2. |
Coxeter, H.S.M. - Moser, W.O.J. | Generators and relations for discrete groups. |
Curtis, C.W. - Reiner, I. | Methods of representation theory with applications to finite groups and orders. Vol. 1, 2. |
Curtis, C.W. - Reiner, I. | Representation theory of finite groups and associativealgebras. |
Daubechies, I. | ウェーブレット10講 |
Debnath:L. - Mikusi?ski, P. | Hilbert spaces with applications 3rd. ed. |
Dierkes, U., et al. | Minimal Surfaces.Vol. 1, 2. |
Dieudonne, J. | La Geometrie des groupes classiques. |
Dirac, P.A.M. | The Principles of quantum mechanics. 3rd ed. |
Donaldson, S.K. - Kronheimer, P.B. | The Geometry of four-manifolds. |
Dornhoff, L. | Group representation theory. Pt. A, B. |
Duoandikoetxea, J. | Fourier analysis. |
Dunford, N. - Schwartz, J.T. | Linear operators.Pt. 1, 2, 3. |
Durrett, R. | Probability: theory and examples. 2nd ed. |
Edwards, R.E. | Functional analysis : theory and applications |
Ehrenpreis, L. | Fourier analysis in several complex variables. |
Engquist, B.- Schmid, W. (editors) | Mathematics unlimited : 2001 and beyond |
Engquist, B.- Schmid, W. (editors) | 数学の最先端21世紀への挑戦 第1巻~第6巻 |
Falconer, K. | フラクタル幾何学(新しい解析学の流れ) |
Federer, H. | Geometric measure theory. |
Feit, W. | Characters of finite groups. |
Feller, W. | An Introduction to probability theory and its applications. Vol. 1 (3rd ed.), Vol. 2 (2nd ed.) |
Folland, G.B. | Introduction to partial differential equations. 2nd ed. |
Fomenko, A.T. - Tuzhilin, A.A. | Elements of the geometry and topology of mininal surfaces in three-dimensional space. |
Freed, D.S. - Uhlenbeck, K.K. | Instantons and four-manifolds. 2nd ed. |
Freitag, E. - Kiehl, R. | Etale cohomology and the Weil conjecture. |
Fukaya, K.(深谷賢治) | ゲージ理論とトポロジー |
Fuks, B.A. | Special chapters in the theory of analytic functions of several complex variables. |
Fuks, B.A. | Theory of analytic functions of several complex variables. |
Fulton, W. | Intersection theory. 2nd ed. |
Galdi, G.P. | An introduction to the mathematical theory of the Navier-Stokes equations. 2nd ed. |
Gallot, S. - Hulin, D. - Lafontaine, J. | Riemannian geometry. 2nd ed. |
Gasquet, C. - Witomski, P. | Fourier analysis and applications(Texts in applied mathematics ; 30) |
Gelbart, S.S. | Automorphic forms on Adele groups. |
Gel'fand, S.I. | Methods of homological algebra. 2nd ed. |
Gel'fand, I.M., et al. | Generalized functions.(English ed.) Vol. 1, 2, 3, 4, 5. |
Gilbarg, D. - Trudinger, N.S. | Elliptic partial differential equations of second order. 2nd ed. |
Godement, R. | Topologie algebrique et theorie des faisceaux. |
Gorenstein, D. | Finite groups. |
Grauert, H.- Remmert, R. | Coherent analytic sheaves. | Grauert, H.- Remmert, R. | Theory of Stein spaces |
Griffiths, P. - Harris, J. | Principles of algebraic geometry. |
Gromov,M. | Metric structures for Riemannian and non-Riemannian spaces. |
Grothendieck, A. | Elements de geometrie algebrique. T. 2, 3-1,2, 4-1,2,3,4. |
Grothendieck, A. | Espaces vectoriels topologiques. |
Grothendieck, A. | Fondements de la geometrie algebrique. |
Grothendieck, A. - Dieudonne, J.A. | Elements de geometrie algebrique. T. 1. |
Guillemin, V. - Pollack, A. | Differential topology. |
Gunning, R.C. | Introduction to holomorphic functions of several variables.Vol. 1, 2, 3 |
Gunning, R.C. - Rossi, H. | Analytic functions of several complex variables. |
Hadamard, J. | Lectures on Cauchy's problem in linear partial differential equations. |
Hall, M. Jr. | Combinatorial theory. 2nd ed. |
Hall, M. Jr. | The Theory of groups. |
Hardy, G.H. - Littlewood, J.E. - Polya, G. | Inequalities. |
Hartshorne, R. | Algebraic geometry. |
Hatcher,A. | Algebric topology. |
Helgason, S. | Differential geometry, Lie groups, and symmetric spaces. |
Helms, L.L. | Potential theory. 2nd ed. |
Hermes, H. - LaSalle, J.P. | Functional analysis and time optimal control. |
Hewitt, E. - Stromberg, K. | Real and abstract analysis. |
Hida, Haruzo.(肥田晴三) | Elementary theory of L-functions and Eisenstein series. |
Higuchi, Y.(樋口保成) | パーコレーション : ちょっと変わった確率論入門 |
Hille, E. | Analytic function theory.Vol. 1, 2. |
Hirzebruch, F. | Topological methods in algebraic geometry. 3rd enlarged ed. |
Hirzebruch, F. -Neumann, W.D. - Koh, S.S. | Differentiable manifolds and quadratic forms. |
Hitotumatu, S.(一松信) | 多変数解析函数論 |
Horikawa, E.(堀川穎二) | 複素代数幾何学入門 |
Hormander, L. | The Analysis of linear partial differential operators. 1(2nd ed.), 2, 3, 4. |
Hormander, L. | An Introduction to complex analysis in several variables. 3rd ed. |
Howe, R. - Tan, E.-C. | Non-abelian harmonic analysis : applications of SL (2,R) |
Hukuhara, M.(福原満洲雄) | 常微分方程式 |
Humphreys, J.E. | Introduction to Lie algebras and representation theory. |
Huppert, B. | Endliche Gruppen. Bd. 1. |
Husemoller, D. | Elliptic curves. |
Huybrechts, Daniel | Complex geometry : an introduction |
Igusa, J.(井草準一) | Theta functions. |
Ihara, Y.(伊原康隆) | On congruence monodromy problems. Vol. 1, 2. |
Iitaka, S.(飯高茂) | Algebraic geometry. |
Iitaka, S.(飯高茂) | Birational geometry for open varieties. |
Ikeda, N.(池田信行) - Watanabe, S.(渡辺信三) | Stochastic differential equations and diffusion processes. 2nd ed. |
Inui, T.(犬井鉄郎) | 特殊函数 |
Ireland, K. - Rosen, M. | A Classical introduction to modern number theory. 2nd ed. |
Isaacson, E. - Keller, H.B. | Analysis of numerical methods |
Ito, K.(伊藤清) - McKean, H.P.Jr. | Diffusion processes and their sample paths. |
Ito, N.(伊藤昇) | 有限群論 |
Ito, S.(伊藤清三) | ルベーグ積分入門 |
Iwahori, N.(岩堀長慶) | Lie環論とChevalley群 上、下 |
Iwahori, N.(岩堀長慶) | 対称群と一般線型群の表現論 |
Iwasawa, K.(岩澤健吉) | 代数函数論 |
Iyanaga, S.(弥永昌吉)[編] | 数論 |
Iyanaga, S.(弥永昌吉) - Kodaira, K.(小平邦彦) | 現代数学概説 1 |
Jacobson, N. | Lectures in abstract algebra. Vol. 3. |
Jacobson, N. | Lie algebras. |
Jimbo, M.(神保道夫) | 量子群とヤン・バクスター方程式 |
Jimbo, S.(神保秀一) - Morita, Y.(森田善久) | ギンツブルク-ランダウ方程式と安定性解析(岩波数学叢書) |
John, F. | 偏微分方程式 |
John, F. | Lectures on advanced numerical analysis. |
Joyce, D.D. | Compact manifolds with special holonomy. |
Kac, M. | Statistical independence in probabililty, analysis and number theory. |
Kac, V. | Infinite dimensional Lie Algebras. 3rd ed. |
Kadomtsev, B.B. | プラズマ中の集団現象 |
Kaneko, A.(金子晃) | 新版 超函数入門 |
Karlin, S. | A First course in stochastic processes. |
Karlin, S. | Mathematical methods and theory in games, programming,and economics. Vol. 2. |
Kashiwara, M.(柏原正樹) - Schapira, P. | Sheaves on manifolds. |
Kashiwara, M.(柏原正樹) - Kawai, T.(河合隆裕) - Kimura,T.(木村達雄) | 代数解析学の基礎 |
Kato, Tosio.(加藤敏夫) | 行列の摂動 |
Kato, Tosio.(加藤敏夫) | Perturbation theory for linear operators. 2nd ed. |
Katz, N.M. - Mazur, B. | Arithmetic moduli of elliptic curves. |
Kawada, Y.(河田敬義) - Mimura, Y.(三村征雄) | 現代数学概説 2 |
Kelley, J.L. | General topology. |
Kellogg, O.D. | Foundations of potential theory. |
Kikuchi, F.(菊地文雄) | 有限要素法概説 : 理工学における基礎と応用(新訂版) |
Kleene, S.C. | Introduction to metamathematics. |
Knapp, A.W. | Lie groups beyond an introduction. |
Knapp, A.W. | Lie groups, Lie algebras, and cohomology. |
Kobayashi, S.(小林昭七) | Differential geometry of complex vector bundles |
Kobayashi, S.(小林昭七) | 接続の微分幾何とゲージ理論 |
Kobayashi, S.(小林昭七) - Nomizu, K.(野水克也) | Foundations of differential geometry. Vol. 1, 2. |
Kobayashi, T.(小林俊行) - Oshima, T.(大島利雄) | リー群と表現論 |
Kobayashi, T.(小林俊行) - Oshima, T.(大島利雄) | Lie群とLie環. 1, 2 |
Kodaira, K.(小平邦彦) | 代数曲面論 |
Kodaira, K.(小平邦彦) | 複素解析 |
Kodaira, K.(小平邦彦) | 複素解析曲面論 |
Kodaira, K.(小平邦彦) | 複素多様体と複素構造の変形. 1, 2 |
Komatsu, H.(小松彦三郎) | 佐藤の超函数と定数係数線形偏微分方程式 |
Korner, T.W. | Fourier analysis |
Krantz, S.G. | A panaroma [i.e. panorama] of harmonic analysis(The Carus mathematical monographs ; no. 27) |
Koshliakov, N.S. - Gliner, E.B. - Smirnov, M.M. | 物理・工学における偏微分方程式. 上, 下 |
Krantz, S.G. | A panaroma [i.e. panorama] of harmonic analysis(The Carus mathematical monographs ; no. 27) |
Kumano-go, H.(熊ノ郷準) | Pseudo-differential operators. |
Kuroda, S.(黒田成俊) | 関数解析 |
Lamperti, J. | Probablility. 2nd ed. |
Lang, S. | Abelian varieties. |
Lang, S. | Cyclotomic fields. I&II. Combined 2nd ed. |
Lang, S. | Elliptic functions. 2nd ed. |
Lazarsfeld, R. | Positivity in algebraic geometry. 1, 2 |
Lions, J.L. | Quelques methodes de resolution des problemes aux limites non lineaires. |
Lions, J.L. - Magenes, E. | Problemes aux limites non homogenes et applications. Vol. 1, 2, 3. |
Lunardi, A. | Analytic Semigroups and Optimal Regularity in Parabolic Problems. |
Macdonald, I.G. | Symmetric functions and Hall polynomials. 2nd ed. |
Maslov, V.P. | 摂動論と漸近的方法 |
Matsumura, H.(松村英之) | Commutative algebra. 2nd ed. |
Matsumura, H.(松村英之) | 可換環論 |
Matsushima, Y.(松島与三) | 多様体入門 |
May, J.P. | A concise course in algebraic topology. |
McDuff, D. - Salamon, D. | Introduction to symplectic topology. |
McKean, H.P. | Stochastic integrals. |
Meyer, P.A. | Probability and potentials. |
Meyer, Y. - Salinger, D.H. | Wavelets and operators.(Cambridge studies in advanced mathematics ; 37) |
Mikhlin, S.G. | Multidimensional singular integrals and integralequations. |
Milne, J.S. | Arithmetic duality theorems. |
Milne, J.S. | Etale cohomology. |
Milnor, J.W. | Lectures on the h-cobordism theorem. |
Milnor, J.W. | Morse theory. |
Milnor, J.W. | Singular points of complex hypersurfaces. |
Milnor, J.W. | Topology from the differentiable viewpoint. Rev. ed. |
Milnor, J.W. - Stasheff, J.D. | Characteristic classes. |
Miwa, T.(三輪哲二) - Jimbo, M.(神保道夫) - Date, E.(伊達悦朗) | ソリトンの数理 |
Mizohata, S.(溝畑茂) | 偏微分方程式論 |
Morgan, J., Tian, G. | Ricci flow and the Poincare conjecture(Clay mathematics monographs ; v. 3) |
Morgan, J., Tian, G. | The geometrization conjecture(Clay mathematics monographs ; v. 5) |
Mori, M.(森正武) | 数値解析と複素関数論 |
Moriguti,S.(森口繁一) - Udagawa,K.(宇田川久) - Hitotumatu,S.(一松 信) | 数学公式. 1, 2, 3. |
Morikawa, H.(森川寿) | 不変式論 |
Morimoto, M.(森本光生) | 佐藤超函数入門 |
Morrow, J. - Kodaira, K.(小平邦彦) | Complex manifolds. | Mumford, D. | Abelian varieties. |
Mumford, D. | Algebraic geometry. I: Complex projective varieties. |
Mumford, D. | Curves and their Jacobians. |
Mumford, D. | Introduction to algebraic geometry. |
Mumford, D. | Lectures on curves on an algebraic surface. |
Mumford, D. | Tata lectures on theta, I |
Mumford, D. | Tata lectures on theta, II |
Mumford, D. - Fogarty, J. - Kirwan F. | Geometric invarient theory. 3rd enlarged ed. |
Nagata, M.(永田雅宜) | 可換体論 |
Nagata, M.(永田雅宜) | Local rings. |
Neumann, J. van. | Mathematische Grundlagen der Quantenmechanik. |
Nevanlinna, R. | Analytic functions. |
日本数学会[編集] | 岩波数学辞典. 第4版 |
Nirenberg, L. | Lectures on linear partial differential equations. |
Nishiura, Y.(西浦康政) | 越境する数学 |
Noguchi, J.(野口潤次郎) | 複素解析概論 |
Ochiai, T.(落合卓四郎) | 微分幾何入門. 上, 下 |
Ochiai, T.(落合卓四郎)- Noguchi, J.(野口潤次郎) | 幾何学的関数論 |
Ochiai, T.(落合卓四郎) - Takahashi, K.(高橋勝雄) | 初等解析入門 |
Ohsawa, T. (大沢健夫) | 多変数複素解析 |
Palamodov, V.P. | Linear differential operators with constant coefficients. |
Penner, R.C. | Decorated Teichmuller theory. |
Petrovskii, I.G. | Lectures on partial differential equations. |
Pontriagin, L.S. | 連続群論. 上, 下 |
Pontriagin, L.S. et al. | The Mathematical theory of optimal processes. |
Preston, C.J. | Gibbs states on countable sets. |
Raghunathan, M.S. | Discrete subgroups of Lie groups. |
Rao, C.R. | Linear statistical inference and its applications. 2nd ed. |
Reed, M. - Simon, B. | Methods of modern mathematical physics.I: Functional analysis. |
Reid, M. | Undergraduate algebraic geometry. |
Reid, M. | Undergraduate commutative algebra. |
Revuz, D. - Yor, M. | Continuous Martingales and Brownian motion. 3rd ed. |
Richtmyer, R.D. - Morton, K.W. | Difference methods for initial-value problems. 2nd ed. |
Rolfsen, D. | Knots and links. |
Rudin, W. | Real and complex anaylsis. 3rd ed. |
Ruelle, D. | Statistical mechanics. |
Sakai, T.(酒井隆) | リーマン幾何学 |
Saks, S. | Theory of the integral. 2nd rev. ed. |
Saks, S. - Zygmund, A. | Analytic functions. |
Satake, I.(佐武一郎) | Classification theory of semi-simple algebraic groups. |
Schechter, M. | Modern methods in partial differential equations. |
Schneider, Th. | Einfuhrung in die Transzendenten Zahlen. |
Schwartz, L. | Theorie des distributions. |
Serre, J.-P. | Abelian l-adic representations and elliptic curves. |
Serre, J.-P. | Corps locaux. |
Serre, J.-P. | Cours d'arithmetique. |
Serre, J.-P. | Linear representations of finite groups. |
Serre, J.-P. | Representations lineaires des groupes finis. |
Shafarevich, I.R. | Basic algebraic geometry. 2nd ed. Vol. 1, 2. |
Shimura, G.(志村五郎) | Introduction to the arithmetic theory of automorphic functions. |
Shimura, G.(志村五郎) - Taniyama, Y.(谷山豊) | Complex multiplication of abelian varieties and itsapplications to number theory. |
Siegel, C.L. | Topics in complex function theory. Vol. 1, 2, 3. |
Siegel, C.L. - Moser, J.K. | Lectures on celestial mechanics. |
Silverman, J.H. | Advanced topics in the arithmetic of elliptic curves |
Silverman, J.H. | The arithmetic of elliptic curves. |
Silverman, J.H. - Tate, J.T. | Rational points on elliptic curves. |
Sommerfeld, A. | Partial differential equations in physics. |
Spanier, E.H. | Algebraic topology. |
Srivastava, M.S. - Khatri, C.G. | An Introduction to multivariate statistics. |
Steenrod, N. | The Topology of fibre bundles. |
Steenrod, N.E. - Epstein, D.B.E. | Cohomology operations. |
Stein, E.M. | Harmonic analysis: real-variable methods, orthogonality, and oscillatory integrals. |
Steklov Institute of mathematics.Vol. 75 | [Shafarevich, I.R., et al.: Algebraic surfaces.] |
Struwe, M. | Variational methods. 3rd ed. |
Suetuna, Z.(末綱恕一) | 解析的整数論 |
Takagi, T.(高木貞治) | 代数学講義. 改訂新版 |
Takagi, T.(高木貞治) | 代数的整数論. 第2版 |
Takagi, T.(高木貞治) | 解析概論. 改訂第3版 |
Takagi, T.(高木貞治) | 近世数学史談. 3版 |
Takagi, T.(高木貞治) | 数学雑談. 2版 |
Takagi, T.(高木貞治) | 初等整数論講義. 第2版 |
Takesaki, M.(竹崎正道) | Theory of operator algebras. I. |
Tamura, I.(田村一郎) | トポロジー |
Tamura, I.(田村一郎) | 葉層のトポロジー |
Tamura, J.(田村二郎) | 解析函数 |
Thurston, W. R. | Three-dimentional geometry and topology. Vol. 1. |
Titchmarsh, E.C. | The Theory of functions. 2nd ed. |
Totoki, H.(十時東生) | エルゴード理論入門 |
Treves, F. | Basic linear partial differential equations. |
Treves, F. | Topological vector spaces, distributions and kernels. |
Triebel, H. | Theory of function spaces 1,2 (Monographs in mathematics) |
Tsuji, M.(辻正次) | 函数論. 上, 下 |
Ueno, K.(上野健爾) - Shiga, K.(志賀浩二) - Sunada, T.(砂田利一)[編] | 現代数学の土壌 |
Umegaki, H.(梅垣壽春) - Ohya, M.(大矢雅則) - Hiai, F.(日合文雄) | 作用素代数入門 |
Waerden, B.L. van der. | 現代代数学. 1, 2, 3. |
Wall, C.T.C. | Surgery on compact manifolds. 2nd ed. |
Warner, F.W. | Foundations of differentiable manifolds and Lie groups. |
Washington, L.C. | Introduction to cyclotomic fields. 2nd ed. |
Watanabe, S.(渡辺信三) | 確率微分方程式 |
Weil, A. | Adeles and algebraic groups. |
Weil, A. | Basic number theory |
Weil, A. | Courbes algebriques et varietes abeliennes. |
Weil, A. | Foundations of algebraic geometry. |
Weil, A. | L'integration dans les groupes topologiques et ses applications. |
Weil, A. | Introduction a l'etude des varietes Kahleriennes. |
Weil, A. | 数学の将来 |
Weilbel, C.A. | An introduction to homological algebra(Cambridge studies in advanced mathematics ; 38) |
Wells, R.O. Jr. | Differential analysis on complex manifolds |
Weyl, H. | The Classical groups. |
Weyl, H. | Die Idee der Riemannschen Flache. |
Weyl, H. | リーマン面 |
Whittaker, E.T. - Watson, G.N. | A Course of modern analysis. 4th ed. |
Wielandt, H. | Finite permutation groups. |
Yagi, A.(八木厚志) | 放物型発展方程式とその応用 上・下(岩波数学叢書) |
Yamamoto, T.(山本哲朗) | 数値解析入門 (増訂版) (サイエンスライブラリ現代数学への入門 ; 14) |
Yosida, K.(吉田耕作) | Functional analysis. 6th ed. |
Yosida, K.(吉田耕作) | Lectures on differential and integral equations. |
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