| 1.
|
図書
|
Robert Gilmore
| 出版情報: |
New York : Wiley, c1974 xx, 587 p. ; 23 cm |
| 子書誌情報: |
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| 2.
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図書
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[by] J. Frank Adams
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| 3.
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図書
|
Nicolas Bourbaki
|
| 4.
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図書
|
Nolan R. Wallach
|
| 5.
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図書
|
Glen E. Bredon
|
| 6.
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図書
|
Norman Hurt and Robert Hermann
|
| 7.
|
図書
|
[by] M.S. Raghunathan
|
| 8.
|
図書
|
by A. Borel and N. Wallach
| 出版情報: |
Princeton, N.J. : Princeton University Press , Tokyo : University of Tokyo Press, 1980 xvii, 387 p. ; 24 cm |
| シリーズ名: |
Annals of mathematics studies ; no. 94 |
| 子書誌情報: |
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| 9.
|
図書
|
Sigurdur Helgason
目次情報:
続きを見る
| Elementary Differential Geometry |
| Lie Groups and Lie Algebras |
| Structure of Semisimple Lie Algebras |
| Symmetric Spaces |
| Decomposition of Symmetric Spaces |
| Symmetric Spaces of the Noncompact Type |
| Symmetric Spaces of the Compact Type |
| Hermitian Symmetric Spaces |
| Structure of Semisimple Lie Groups |
| The Classification of Simple Lie Algebras and of Symmetric Spaces |
| Solutions to Exercises |
| Some Details |
| Bibliography |
| List of Notational Conventions |
| Symbols Frequently Used |
| Index |
| Elementary Differential Geometry |
| Lie Groups and Lie Algebras |
| Structure of Semisimple Lie Algebras |
|
| 10.
|
図書
|
Willard Miller, Jr.
|
| 11.
|
図書
|
M. Scott Osborne and Garth Warner
|
| 12.
|
図書
|
E.B. Dynkin ; A.A. Yushkevich, G.M. Seitz, A.L. Onishchik, editors
| 出版情報: |
Providence, R.I. : American Mathematical Society , Cambridge, Mass. : International Press, c2000 xxvi, 798 p. ; 27 cm |
| 子書誌情報: |
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| 所蔵情報: |
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目次情報:
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| Lie groups and Lie algebras: Dynkin and Lie theory / G. M. SeitzPart I： |
| On the work of E. B. Dynkin in the theory of Lie groups / F. I. Karpelevich ; A. L. Onishchik ; E. B. Vinberg |
| Correction to On the work of E. B. Dynkin in the theory of Lie groups |
| Classification of simple Lie groups / E. B. Dynkin |
| Calculation of the coefficients in the Campbell-Hausdorff formula |
| The maximal subgroups of the classical groups |
| Comments on Maximal subgroups of the classical groups |
| Semisimple subalgebras of semisimple Lie algebras |
| Comments on the paper Semisimple subalgebras of semisimple Lie algebras |
| Construction of primitive cycles in compact Lie groups |
| Topological characteristics of homomorphisms of compact Lie groups |
| Comments on the paper Topological characteristics of homomorphisms of compact Lie groups |
| Dynkin and modern Lie theory / B. Kostant |
| Comments on the impact of Dynkin's work on current research in representation theory / D. A. Vogan |
| Coxeter-Dynkin diagrams and singularities / A. Gabrielov |
| Lie groups in physics / K. Gottfried |
| Dynkin diagrams in the physics of particles, fields and strings / Y. Ne'eman |
| Probability theory: Dynkin and probability theory / A. A. YushkevichPart II： |
| Necessary and sufficient statistics for a family of probability distributions |
| Some limit theorems for sums of independent random variables with infinite mathematical expectations |
| Markov processes and semigroups of operators |
| Strong Markov processes |
| Infinitesimal operators of Markov processes |
| The natural topology and excessive functions connected with a Markov process |
| Random walk on groups with a finite number of generators / M. B. Malyutov |
| The optimum choice of the instant for stopping a Markov process |
| Brownian motion in certain symmetric spaces and nonnegative eigenfunctions of the Laplace-Beltrami operator |
| Diffusion of tensors |
| Game variant of a problem on optimal stopping |
| Determining functions of Markov processes and corresponding dual regular classes / S. E. Kuznetsov |
| Economic equilibrium under uncertainty |
| Comments on Economic equilibrium under uncertainty / I. V. Evstigneev |
| Markov processes and random fields |
| Green's and Dirichlet spaces associated with fine Markov processes |
| Markov processes as a tool in field theory |
| Symmetric statistics, Poisson point processes, and multiple Wiener integrals / A. Mandelbaum |
| Gaussian and non-Gaussian random fields associated with Markov processes |
| Author's correction to Guassian and non-Gaussian random fields associated with Markov processes. |
| An application of flows to time shift and time reversal in stochastic processes |
| Author's comments on An application of flows to time shift and time reversal in stochastic processes |
| Representation for functionals of superprocesses by multiple stochastic integrals, with applications to self-intersection local times |
| A probabilistic approach to one class of nonlinear differential equations |
| Superdiffusions and parabolic nonlinear differential equations |
| Comments on Superdiffusions and parabolic nonlinear differential equations |
| Dynkin and the theory of Markov processes / P. A. Meyer |
| To the history of strong Markov property |
| On compactifications of symmetric spaces / M. A. Olshanetsky |
| Dynkin's contributions to superprocesses and partial differential equations / J.-F. Le Gall |
| Dynkin's work in mathematical economics |
| Acknowledgments |
| Lie groups and Lie algebras: Dynkin and Lie theory / G. M. SeitzPart I： |
| On the work of E. B. Dynkin in the theory of Lie groups / F. I. Karpelevich ; A. L. Onishchik ; E. B. Vinberg |
| Correction to On the work of E. B. Dynkin in the theory of Lie groups |
|
| 13.
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図書
|
W.Y. Hsiang
|
| 14.
|
図書
|
by Karl-Hermann Neeb
目次情報:
続きを見る
| Preface |
| Introduction |
| Abstract Representation Theory / A.： |
| Reproducing Kernel Spaces / Chapter I.： |
| Operator-Valued Positive Definite Kernels / I.1.： |
| The Cone of Positive Definite Kernels / I.2.： |
| Representations of Involutive Semigroups / Chapter II.： |
| Involutive Semigroups / II.1.： |
| Bounded Representations / II.2.： |
| Hermitian Representations / II.3.： |
| Representations on Reproducing Kernel Spaces / II.4.： |
| Positive Definite Functions on Involutive Semigroups / Chapter III.： |
| Positive Definite Functions--the Discrete Case / III.1.： |
| Enveloping C*-algebras / III.2.： |
| Multiplicity Free Representations / III.3.： |
| Continuous and Holomorphic Representations / Chapter IV.： |
| Continuous Representations and Positive Definite Functions / IV.1.： |
| Holomorphic Representations of Involutive Semigroups / IV.2.： |
| Convex Geometry and Representations of Vector Spaces / B.： |
| Convex Sets and Convex Functions / Chapter V.： |
| Convex Sets and Cones / V.1.： |
| Finite Reflection Groups and Convex Sets / V.2.： |
| Convex Functions and Fenchel Duality / V.3.： |
| Laplace Transforms / V.4.： |
| The Characteristic Function of a Convex Set / V.5.： |
| Representations of Cones and Tubes / Chapter VI.： |
| Commutative Representation Theory / VI.1.： |
| Representations of Cones / VI.2.： |
| Holomorphic Representations of Tubes / VI.3.： |
| Realization of Cyclic Representations by Holomorphic Functions / VI.4.： |
| Holomorphic Extensions of Unitary Representations / VI.5.： |
| Convex Geometry of Lie Algebras / C.： |
| Convexity in Lie Algebras / Chapter VII.： |
| Compactly Embedded Cartan Subalgebras / VII.1.： |
| Root Decompositions / VII.2.： |
| Lie Algebras With Many Invariant Convex Sets / VII.3.： |
| Convexity Theorems and Their Applications / Chapter VIII.： |
| Admissible Coadjoint Orbits and Convexity Theorems / VIII.1.： |
| The Structure of Admissible Lie Algebras / VIII.2.： |
| Invariant Elliptic Cones in Lie Algebras / VIII.3.： |
| Highest Weight Representations of Lie Algebras, Lie Groups, and Semigroups / D.： |
| Unitary Highest Weight Representations: Algebraic Theory / Chapter IX.： |
| Generalized Highest Weight Representations / IX.1.： |
| Positive Complex Polarizations / IX.2.： |
| Highest Weight Modules of Finite-Dimensional Lie Algebras / IX.3.： |
| The Metaplectic Factorization / IX.4.： |
| Unitary Highest Weight Representations of Hermitian Lie Algebras / IX.5.： |
| Unitary Highest Weight Representations: Analytic Theory / Chapter X.： |
| The Convex Moment Set of a Unitary Representation / X.1.： |
| Irreducible Unitary Representations / X.2.： |
| The Metaplectic Representation and Its Applications / X.3.： |
| Special Properties of Unitary Highest Weight Representations / X.4.： |
| Moment Sets for C*-algebras / X.5.： |
| Moment Sets for Group Representations / X.6.： |
| Complex Ol'shanskii Semigroups and Their Representations / Chapter XI.： |
| Lawson's Theorem on Ol'shanskii Semigroups / XI.1.： |
| Holomorphic Extension of Unitary Representations / XI.2.： |
| Holomorphic Representations of Ol'shanskii Semigroups / XI.3.： |
| Irreducible Holomorphic Representations / XI.4.： |
| Gelfand-Raikov Theorems for Ol'shanskii Semigroups / XI.5.： |
| Decomposition and Characters of Holomorphic Representations / XI.6.： |
| Realization of Highest Weight Representations on Complex Domains / Chapter XII.： |
| The Structure of Groups of Harish-Chandra Type / XII.1.： |
| Representations of Groups of Harish-Chandra Type / XII.2.： |
| The Compression Semigroup and Its Representations / XII.3.： |
| Examples / XII.4.： |
| Hilbert Spaces of Square Integrable Holomorphic Functions / XII.5.： |
| Complex Geometry and Representation Theory / E.： |
| Complex and Convex Geometry of Complex Semigroups / Chapter XIII.： |
| Locally Convex Functions and Local Recession Cones / XIII.1.： |
| Invariant Convex Sets and Functions in Lie Algebras / XIII.2.： |
| Calculations in Low-Dimensional Cases / XIII.3.： |
| Biinvariant Plurisubharmonic Functions / XIII.4.： |
| Complex Semigroups and Stein Manifolds / XIII.5.： |
| Biinvariant Domains of Holomorphy / XIII.6.： |
| Biinvariant Hilbert Spaces and Hardy Spaces on Complex Semigroups / Chapter XIV.： |
| Biinvariant Hilbert Spaces / XIV.1.： |
| Hardy Spaces Defined by Sup-Norms / XIV.2.： |
| Hardy Spaces Defined by Square Integrability / XIV.3.： |
| The Fine Structure of Hardy Spaces / XIV.4.： |
| Coherent State Representations / Chapter XV.： |
| Complex Structures on Homogeneous Spaces / XV.1.： |
| Heisenberg's Uncertainty Principle and Coherent States / XV.2.： |
| Appendices |
| Bounded Operators on Hilbert Spaces / Appendix I.： |
| Spectral Measures and Unbounded Operators / Appendix II.： |
| Holomorphic Functions on Infinite-Dimensional Spaces / Appendix III.： |
| Symplectic Geometry / Appendix IV.： |
| Simple Modules of p-Length 2 / Appendix V.： |
| Symplectic Modules of Convex Type / Appendix VI.： |
| Square Integrable Representations of Locally Compact Groups / Appendix VII.： |
| The Stone-von Neumann-Mackey Theorem / Appendix VIII.： |
| Bibliography |
| List of Symbols |
| Index |
| Preface |
| Introduction |
| Abstract Representation Theory / A.： |
|
| 15.
|
図書
|
A.L. Onishchik, E.B. Vinberg (eds.)
|
| 16.
|
図書
|
Lajos Pukánszky
目次情報:
続きを見る
| Unitary representations of locally algebraic groups |
| Unitary representations of elementary groups |
| Existence of characters |
| Generalized Kirillov theory |
| Bibliography |
| Unitary representations of locally algebraic groups |
| Unitary representations of elementary groups |
| Existence of characters |
|
| 17.
|
図書
|
Nail H. Ibragimov
目次情報:
続きを見る
| Introduction to Differential Equations |
| Transformation Groups |
| Lie Group Analysis of Ordinary Differential Equations |
| Brief on Lie Algebras |
| First Order Differential Equations |
| Integration of Second Order Equations |
| Basic Theory of Linear Equations |
| Nonlinear Second Order Equations |
| Integration of Third Order Equations |
| Nonlinear Superposition Principle |
| Index |
| Introduction to Differential Equations |
| Transformation Groups |
| Lie Group Analysis of Ordinary Differential Equations |
|
| 18.
|
図書
|
by Antonio Kumpera and Donald Spencer
|
| 19.
|
図書
|
edited by B.P. Komrakov ... [et al.]
|
| 20.
|
図書
|
Jean-Pierre Serre
| 出版情報: |
New York : W.A. Benjamin, c1965 1 v. (various pagings) ; 28 cm |
| 子書誌情報: |
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| 21.
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図書
|
J. Dieudonné
|
| 22.
|
図書
|
by Boris Rosenfeld
|
| 23.
|
図書
|
R.S. Ismagilov ; [translated by D. Deart from an original Russian manuscript]
目次情報:
続きを見る
| Some general constructions related to representations |
| Representations of the group of measurable currents |
| Representations of the group of smooth currents |
| Certain results on diffeomorphism groups |
| Representations of diffeomorphism groups associated with configuration spaces |
| Representations of certain group extensions |
| Representations of diffeomorphism groups in the Fock space |
| Representations of groups of foliation preserving diffeomorphisms |
| References |
| Some general constructions related to representations |
| Representations of the group of measurable currents |
| Representations of the group of smooth currents |
|
| 24.
|
図書
|
edited by N.H. Ibragimov ... [et al.]
|
| 25.
|
図書
|
Roger Carter, Graeme Segal, Ian Macdonald
|
| 26.
|
図書
|
editors, Karl H. Hofmann, Jimmie D. Lawson, Ernest B. Vinberg
|
| 27.
|
図書
|
J.F. Adams ; edited by Zafer Mahmud and Mamoru Mimura
目次情報:
続きを見る
| Summary of Constructions |
| Foreword |
| Acknowledgments |
| Introduction |
| Definitions, examples and matrix groups / Ch. 1： |
| Clifford algebras / Ch. 2： |
| The Spin groups / Ch. 3： |
| Clifford modules and representations / Ch. 4： |
| Applications of Spin representations / Ch. 5： |
| The exceptional groups: construction of E[subscript 8] / Ch. 6： |
| Construction of a Lie group of type E[subscript 8] / Ch. 7： |
| The construction of Lie groups of type F[subscript 4], E[subscript 6], E[subscript 7] / Ch. 8： |
| The Dynkin diagrams of F[subscript 4], E[subscript 6], E[subscript 7], E[subscript 8] / Ch. 9： |
| The Weyl group of E[subscript 8] / Ch. 10： |
| Representations of E[subscript 6], E[subscript 7] / Ch. 11： |
| Direct construction of E[subscript 7] / Ch. 12： |
| Direct treatment of E[subscript 6] / Ch. 13： |
| Direct treatment of F[subscript 4], I / Ch. 14： |
| The Cayley numbers / Ch. 15： |
| Direct treatment of F[subscript 4], II: Jordan algebras / Ch. 16： |
| Appendix: Jordan algebras |
| References |
| Summary of Constructions |
| Foreword |
| Acknowledgments |
|
| 28.
|
図書
|
edited by Bent Ørsted, Henrik Schlichtkrull
|
| 29.
|
図書
|
Tammo tom Dieck
|
| 30.
|
図書
|
David A. Vogan, Jr.
|
| 31.
|
図書
|
Adolf Karger, Josef Novák; translated by Michal Basch
| 出版情報: |
New York : Gordon and Breach Science Publishers, c1985 xv, 422 p. ; 24cm. |
| 子書誌情報: |
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| 32.
|
図書
|
Andrew Pressley and Graeme Segal
目次情報:
続きを見る
| Introduction / 1： |
| Finite Dimensional Lie Groups / Part 1： |
| Groups of Smooth Maps / 3： |
| Central Extensions / 4： |
| The Root System: Kac-Moody Algebras / 5： |
| Loop Groups as Groups of Operators in Hilbert Space / 6： |
| The Grasmannian of Hilbert Space and the Determinant Time Bundle / 7： |
| The Fundamental Homogeneous Space / 8： |
| Representation Theory / Part 2： |
| The Fundamental Representation / 10： |
| The Borel-Weil Theory / 11： |
| The Spin Representation / 12： |
| 'Blips' or 'Vertex-Operators' / 13： |
| The Kac Character Formula and the Bernstein-Gelfand-Gelfand Resolution / 14： |
| Introduction / 1： |
| Finite Dimensional Lie Groups / Part 1： |
| Groups of Smooth Maps / 3： |
|
| 33.
|
図書
|
Howard D. Fegan
|
| 34.
|
図書
|
Jean-Pierre Serre
目次情報:
続きを見る
| Lie Algebras: Lie Algebras / Part I： |
| Definition and Examples |
| Filtered Groups and Lie Algebras |
| Universal Algebra of a Lie Algebra |
| Free Lie Algebras |
| Nilpotent and Solvable Lie Algebras |
| Semisimple Lie Algebras |
| Representations of sln |
| Complete Fields: Analytic Functions / Part II： |
| Analytic Manifolds |
| Analytic Groups |
| Lie Theory |
| Lie Algebras: Lie Algebras / Part I： |
| Definition and Examples |
| Filtered Groups and Lie Algebras |
|
| 35.
|
図書
|
A.N. Leznov, M.V. Saveliev ; translated from the Russian by D.A. Leites
|
| 36.
|
図書
|
E.B. Vinberg, editor
目次情報:
続きを見る
| Preface / A. L. Onishchik ; V. L. Popov ; E. B. Vinberg |
| $G$-manifolds with one-dimensional orbit space / A. V. Alekseevskii ; D. V. Alekseevskii |
| Arithmetic crystallographic groups generated by reflections and reflective hyperbolic lattices / V. O. Bugaenko |
| Invariant algebras / A. G. Elashvili |
| On the existence of Galois sections / L. Yu. Galitskii |
| On some cohomology invariants of compact homogeneous manifolds / V. V. Gorbatsevich |
| Explicit form of certain multivector invariants / A. A. Katanova |
| On the birational geometry of the space of ternary quartics / P. I. Katsylo |
| Rationality of the module variety of mathematical instantons with $c_2=5$ |
| Holomorphic vector fields on super-Grassmannians / A. A. Serov |
| Affine quasihomogeneous normal $SL_2$-varieties: Hilbert function and blow-ups / D. I. Panyushev |
| Complexity of quasiaffine homogeneous varieties, $t$-decompositions, and affine homogeneous spaces of complexity $1$ |
| On the "Lemma of Seshadri" |
| Coregular algebraic linear groups locally isomorphic to $SL_2$ / D. A. Shmelkin |
| An example of a nonarithmetic discrete group in the complex ball / O. V. Shvartsman |
| Free subsemigroups of the affine group, and the Schoenflies-Bieberbach theorem / G. A. Soifer |
| Preface / A. L. Onishchik ; V. L. Popov ; E. B. Vinberg |
| $G$-manifolds with one-dimensional orbit space / A. V. Alekseevskii ; D. V. Alekseevskii |
| Arithmetic crystallographic groups generated by reflections and reflective hyperbolic lattices / V. O. Bugaenko |
|
| 37.
|
図書
|
Derek W. Robinson
目次情報:
続きを見る
| Introduction / 1： |
| Elliptic Operators / 2： |
| Analytic Elements / 3： |
| Semigroup Kernels / 4： |
| Second-Order Operators / 5： |
| Elliptic Operators with Variable Coefficients / 6： |
| Introduction / 1： |
| Elliptic Operators / 2： |
| Analytic Elements / 3： |
|
| 38.
|
図書
|
Mamoru Mimura, Hirosi Toda
目次情報:
続きを見る
| Classical groups / Contents of Part I： |
| Covering spaces and fibre bundles |
| Cohomology groups of classical groups and their homogeneous spaces |
| The periodicity of $K\mathbf F$-groups and the homotopy groups |
| Compact Lie groups / Contents of Part II： |
| The Morse-Bott theory |
| Cohomology of exceptional groups |
| Classical groups / Contents of Part I： |
| Covering spaces and fibre bundles |
| Cohomology groups of classical groups and their homogeneous spaces |
|
| 39.
|
図書
|
William Fulton, Joe Harris
目次情報:
続きを見る
| Finite Groups / Part I： |
| Representations of Finite Groups / 1： |
| Characters / 2： |
| Examples; Induced Representations; Groups Algebras; Real Representations / 3： |
| Representations of Ed: Young Diagrams and Frobenius's Character Formula / 4： |
| Representation of Ud and GL2 and (Fq) / 5： |
| Weyl's Construction / 6： |
| Lie Groups and Lie Algebras / Part II： |
| Lie Groups / 7： |
| Lie Algebras and Lie Groups / 8： |
| Initial Classification of Lie Algebras / 9： |
| Lie Algebras in Dimensions One, Two, and Three / 10： |
| Representation of sI2 C / 11： |
| Representation of sI3 C, Part I / 12： |
| Representation of sI3 C, II: Mainly Lots of Examples / 13： |
| The Classical Lie Algebras and Their Representations / Part III： |
| The General Set-up: Analyzing the Structure and Representations of an Arbitrary Semi simple Lie Algebra / 14： |
| SI4 C and sIn C / 15： |
| Symplectic Lie Algebras / 16： |
| Sp6C and sp2n C / 17： |
| Orthogonal Lie Algebras / 18： |
| So6 C, so7 C, and som C / 19： |
| Spin Representations of so m C / 20： |
| Lie Theory / Part IV： |
| The Classification of Complex Simple Lie Algebras / 21： |
| G2 and Other Exceptional Lie Algebras / 22： |
| Complex Lie Groups; Characters / 23： |
| Weyl Character Formula / 24： |
| More Character Formulas / 25： |
| Real Lie Algebras and Lie Groups / 26： |
| Appendices A - F |
| Hints |
| Answers |
| References |
| Bibliography |
| Index of Symbols |
| Index |
| Finite Groups / Part I： |
| Representations of Finite Groups / 1： |
| Characters / 2： |
|
| 40.
|
図書
|
by N.Ja. Vilenkin and A.U. Klimyk ; translated from the Russian by V.A. Groza and A.A. Groza
目次情報:
続きを見る
| List of the Most Important Notations |
| Special Functions Connected with SO(n) and with Related Groups / 9： |
| Representations of Groups, Related to SO(n), in Non-Canonical Bases, Special Functions, and Integral Transforms / 10： |
| Special Functions Connected with the Groups U(n), U(n-1.1) and IU(n-1) / 11： |
| Representations of the Heisenberg Group and Special Functions / 12： |
| Representations of the Discrete Groups and Special Functions of Discrete Argument / 13： |
| Bibliography |
| Subject Index |
| List of the Most Important Notations |
| Special Functions Connected with SO(n) and with Related Groups / 9： |
| Representations of Groups, Related to SO(n), in Non-Canonical Bases, Special Functions, and Integral Transforms / 10： |
|
| 41.
|
図書
|
François Digne and Jean Michel
目次情報:
続きを見る
| Background results |
| Bruhat decomposition / 1： |
| Reduced subgroups of maximal rank, centralisers and semisimple elements / 2： |
| Rationality, Frobenius maps, Lang's theorem / 3： |
| Generalized induction associated with a bimodule / 4： |
| Mackey's theorem / 5： |
| Harish-Chandra theory / 6： |
| Complements on RGL |
| Duality of characters / 7： |
| Steinberg characters / 8： |
| l-adic cohomology |
| Deligne-Lusztig induction / 9： |
| Character formulae and their complements in Deligne-Lusztig induction / 10： |
| Geometric conjugation, Lusztig series / 11： |
| Background results |
| Bruhat decomposition / 1： |
| Reduced subgroups of maximal rank, centralisers and semisimple elements / 2： |
|
| 42.
|
図書
|
Mikio Ise, Masaru Takeuchi . Masaru Takeuchi
目次情報:
続きを見る
| Concept of Lie group, particularly, linear Lie group / Part I： |
| Compact Lie groups and semisimple |
| Lie groups Outline of the theory of Lie algebras |
| Riemannian manifolds / Part II： |
| Riemannian symmetric spaces |
| Riemannian symmetric spaces of semisimple type |
| Hermitian symmetric spaces |
| Concept of Lie group, particularly, linear Lie group / Part I： |
| Compact Lie groups and semisimple |
| Lie groups Outline of the theory of Lie algebras |
|
| 43.
|
図書
|
by N.Ja. Vilenkin and A.U. Klimyk
|
| 44.
|
図書
|
Zoltán Magyar
|
| 45.
|
図書
|
by N.Ja. Vilenkin and A.U. Klimyk
目次情報:
続きを見る
| Series Editor's Preface |
| List of Special Symbols |
| Quantum Groups, q-Orthogonal Polynomials and Basic Hypergeometric Functions / 14： |
| Semisimple Lie Groups and Related Homogeneous Spaces / 15： |
| Representation of Semisimple Lie Groups and Their Matrix Elements / 16： |
| Group Representations and Special Functions of a Matrix Argument / 17： |
| Representations in the Gel'fand-Tsetlin Basis and Special Functions / 18： |
| Modular Forms, Theta Functions and Representations of Affine Lie Algebras / 19： |
| Bibliography |
| Notes |
| Subject Index |
| Series Editor's Preface |
| List of Special Symbols |
| Quantum Groups, q-Orthogonal Polynomials and Basic Hypergeometric Functions / 14： |
|
| 46.
|
図書
|
Victor Guillemin and Shlomo Sternberg
|
| 47.
|
図書
|
[by] V.S. Varadarajan
|
| 48.
|
図書
|
Joachim Hilgert, Karl Heinrich Hofmann and Jimmie D. Lawson
| 出版情報: |
Oxford : Clarendon Press , New York ; Tokyo : Oxford University Press, 1989 xxxviii, 645 p. ; 26 cm |
| シリーズ名: |
Oxford mathematical monographs |
| 子書誌情報: |
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| 所蔵情報: |
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目次情報:
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| The Geometry of Cones / 1： |
| Wedges in Lie Algebras / 2： |
| Invariant Cones / 3： |
| The Local Lie Theory of Semigroups / 4： |
| Subsemigroups of Lie Groups / 5： |
| Positivity / 6： |
| Embedding Semigroups into Lie Groups / 7： |
| The Geometry of Cones / 1： |
| Wedges in Lie Algebras / 2： |
| Invariant Cones / 3： |
|
| 49.
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図書
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by Frederic V. Bien
| 出版情報: |
Princeton, N.J. : Princeton University Press, 1990 131 p. ; 24 cm |
| シリーズ名: |
Mathematical notes ; 39 |
| 子書誌情報: |
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| 所蔵情報: |
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| 50.
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図書
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edited by William M. Boothby and Guido L. Weiss
|
