1.

David C. Lay

 Linear Equations in Linear Algebra / 1： Introductory Example: Linear Models in Economics and Engineering Systems of Linear Equations / 1.1： Row Reduction and Echelon Forms / 1.2： Vector Equations / 1.3： The Matrix Equation Ax = b / 1.4： Solution Sets of Linear Systems / 1.5： Applications of Linear Systems / 1.6： Linear Independence / 1.7： Introduction to Linear Transformations / 1.8： The Matrix of a Linear Transformation / 1.9： Linear Models in Business, Science, and Engineering / 1.10： Supplementary Exercises Matrix Algebra / 2： Introductory Example: Computer Models in Aircraft Design Matrix Operations / 2.1： The Inverse of a Matrix / 2.2： Characterizations of Invertible Matrices / 2.3： Partitioned Matrices / 2.4： Matrix Factorizations / 2.5： The Leontief Input=Output Model / 2.6： Applications to Computer Graphics / 2.7： Subspaces of Rn / 2.8： Dimension and Rank / 2.9： Determinants / 3： Introductory Example: Determinants in Analytic Geometry Introduction to Determinants / 3.1： Properties of Determinants / 3.2： Cramer's Rule, Volume, and Linear Transformations / 3.3： Vector Spaces / 4： Introductory Example: Space Flight and Control Systems Vector Spaces and Subspaces / 4.1： Null Spaces, Column Spaces, and Linear Transformations / 4.2： Linearly Independent Sets Bases / 4.3： Coordinate Systems / 4.4： The Dimension of a Vector Space / 4.5： Rank / 4.6： Change of Basis / 4.7： Applications to Difference Equations / 4.8： Applications to Markov Chains / 4.9： Eigenvalues and Eigenvectors / 5： Introductory Example: Dynamical Systems and Spotted Owls Eigenvectors and Eigenvalues / 5.1： The Characteristic Equation / 5.2： Diagonalization / 5.3： Eigenvectors and Linear Transformations / 5.4： Complex Eigenvalues / 5.5： Discrete Dynamical Systems / 5.6： Applications to Differential Equations / 5.7： Iterative Estimates for Eigenvalues / 5.8： Orthogonality and Least Squares / 6： Introductory Example: Readjusting the North American Datum Inner Product, Length, and Orthogonality / 6.1： Orthogonal Sets / 6.2： Orthogonal Projections / 6.3： The Gram-Schmidt Process / 6.4： Least-Squares Problems / 6.5： Applications to Linear Models / 6.6： Inner Product Spaces / 6.7： Applications of Inner Product Spaces / 6.8： Symmetric Matrices and Quadratic Forms / Chapter 7： Introductory Example: Multichannel Image Processing Diagonalization of Symmetric Matrices / 7.1： Quadratic Forms / 7.2： Constrained Optimization / 7.3： The Singular Value Decomposition / 7.4： Applications to Image Processing and Statistics / 7.5： Supplementary Exercises (ONLINE ONLY) The Geometry of Vector Spaces / 8： Introductory Example: The Platonic Solids Affine Combinations / 8.1： Affine Independence / 8.2： Convex Combinations / 8.3： Hyperplanes / 8.4： Polytopes / 8.5： Curves and Surfaces / 8.6： Optimization / 9： Introductory Example: The Berlin Airlift Matrix Games / 9.1： Linear Programming - Geometric Method / 9.2： Linear Programming - Simplex Method / 9.3： Duality / 9.4： Appendices Uniqueness of the Reduced Echelon Form / A： Complex Numbers / B： Glossary Answers to Odd-Numbered Exercises Index
 Linear Equations in Linear Algebra / 1： Introductory Example: Linear Models in Economics and Engineering Systems of Linear Equations / 1.1：
2.

Hugh G. Campbell
 出版情報: New York : Appleton-Century-Crofts, c1971  xiii, 336, A39 p. ; 24 cm シリーズ名: The Appleton-Century mathematics series 所蔵情報: loading…
3.

И.М. Гразман, Ю.И. Любич
 出版情報: Москва : "Наука", 1969  475 p ; 21 cm 所蔵情報: loading…
4.

Alexander Kleshchev
 出版情報: Cambridge : Cambridge University Press, c2005  xiv, 277 p. ; 24 cm シリーズ名: Cambridge tracts in mathematics ; 163 所蔵情報: loading…

 Preface Linear Representations / Part I： Notations and generalities / 1： Symmetric groups I / 2： Degenerate affine Hecke algebra / 3： First results on Hn-modules / 4： Crystal operators / 5： Character calculations / 6： Integral representations and cyclotomic Hecke algebras / 7： Functors ei? and fi? / 8： Construction of UZ+ and irreducible modules / 9： Identification of the crystal / 10： Symmetric groups II / 11： Projective Representations / Part II： Generalities on superalgebra / 12： Sergeev superalgebras / 13： Affine Sergeev superalgebras / 14： Integral representations and cyclotomic Sergeev algebras / 15： First results on Xn-modules / 16： Crystal operators for Xn / 17： Character calculations for Xn / 18： Operators ei? and fi? / 19： Double covers / 20： References Index
 Preface Linear Representations / Part I： Notations and generalities / 1：
5.

Richard S. Varga
 出版情報: Berlin : Springer, c2004  x, 226 p. ; 24 cm シリーズ名: Springer series in computational mathematics ; 36 所蔵情報: loading…

 Preface / I： Basic Theory / 1： Geršgorin's Theorem / 1.1： Extensions of Geršgorin's Theorem via Graph Theory / 1.2： Analysis Extensions of Geršgorin's Theorem and Fan's Theorem / 1.3： A Norm Derivation of Geršgorin's Theorem 1.1 / 1.4： Geršgorin-Type Eigenvalue Inclusion Theorems / 2： Brauer's Ovals of Cassini / 2.1： Higher-Order Lemniscates / 2.2： Comparison of the Brauer Sets and the Brualdi Sets / 2.3： The Sharpness of Brualdi Lemniscate Sets / 2.4： An Example / 2.5： More Eigenvalue Inclusion Results / 3： The Parodi-Schneider Eigenvalue Inclusion Sets / 3.1： The Field of Values of a Matrix / 3.2： Newer Eigenvalue Inclusion Sets / 3.3： The Pupkov-Solov'ev Eigenvalue Inclusions Set / 3.4： Minimal Geršgorin Sets and Their Sharpness / 4： Minimal Geršgorin Sets / 4.1： Minimal Geršgorin Sets via Permutations / 4.2： A Comparison of Minimal Geršgorin Sets and Brualdi Sets / 4.3： G-Functions / 5： The Sets <$>{\cal F}_{\bf n}<$> and <$>{\cal G}_{\bf n}<$> / 5.1： Structural Properties of <$>{\cal G}_{\bf n}<$> and <$>{\cal G}_{\bf n}^{\bf c}<$> / 5.2： Minimal G-Functions / 5.3： Minimal G-Functions with Small Domains of Dependence / 5.4： Connections with Brauer Sets and Generalized Brualdi Sets / 5.5： Geršgorin-Type Theorems for Partitioned Matrices / 6： Partitioned Matrices and Block Diagonal Dominance / 6.1： A Different Norm Approach / 6.2： A Variation on a Theme by Brualdi / 6.3： G-Functions in the Partitioned Case / 6.4： Geršgorin's Paper from 1931, and Comments / Appendix A： Vector Norms and Induced Operator Norms / Appendix B： The Perron-Frobenius Theory of Nonnegative Matrices / Appendix C： Matlab 6 Programs / Appendix D： References
 Preface / I： Basic Theory / 1： Geršgorin's Theorem / 1.1：
6.

Steven H. Weintraub
 出版情報: Washington, DC : Mathematical Association of America, c2011  xii, 251 p. ; 24 cm シリーズ名: Mathematical Association of America guides ; no. 6The Dolciani mathematical expositions ; no. 44 所蔵情報: loading…

 Preface Vector spaces and linear transformations / 1： Coordinates / 2： Determinants / 3： The structure of a linear transformation I / 4： The structure of a linear transformation II / 5： Bilinear, sesquilinear, and quadratic forms / 6： Real and complex inner product spaces / 7： Matrix groups as Lie groups / 8： Polynomials / A： Basic properties / A.1： Unique factorization / A.2： Polynomials as expressions and polynomials as functions / A.3： Modules over principal ideal domains / B： Definitions and structure theorems / B.1： Derivation of canonical forms / B.2： Bibliography Index
 Preface Vector spaces and linear transformations / 1： Coordinates / 2：
7.

André Lichnerowicz ; translated by Alison Johnson
 出版情報: San Francisco : Holden-Day, c1967  xv, 304 p. ; 24 cm シリーズ名: The Mathesis series 所蔵情報: loading…
8.

James J. Callahan
 出版情報: New York : Springer, c2000  xvi, 451 p. ; 25 cm シリーズ名: Undergraduate texts in mathematics 所蔵情報: loading…

 Relativity before 1905 Special relativityÃ¹kinematics Special relativityÃ¹kinetics Arbitrary frames Surfaces and curvatures Intrinsic geometry General relativity Consequences
 Relativity before 1905 Special relativityÃ¹kinematics Special relativityÃ¹kinetics
9.

by Daniel T. Finkbeiner, II ; drawings by Evan Gillespie
 出版情報: San Francisco : W.H. Freeman , Tokyo : Charles E. Tuttle, 1960  vii, 248 p.: ill. ; 22 cm 所蔵情報: loading…
10.

Paul C. Shields
11.

Per-Olov Löwdin and Quantum Theory Project, University of Florida
 出版情報: New York : John Wiley & Sons, c1998  xi, 458 p. ; 25 cm 所蔵情報: loading…
12.

 出版情報: Warszawa : Państwowe Wydawnictwo Naukowe, 1954-1963  2 v. ; 25 cm シリーズ名: Monografie matematyczne ; t. 31, 40 所蔵情報: loading…
13.

Yitzhak Katznelson, Yonatan R. Katznelson
 出版情報: Providence, R.I. : American Mathematical Society, c2008  x, 215 p. ; 22 cm シリーズ名: Student mathematical library ; v. 44 所蔵情報: loading…

 Vector spaces Linear operators and matrices Duality of vector spaces Determinants Invariant subspaces Operators on inner-product spaces Structure theorems Additional topics Appendix Index
 Vector spaces Linear operators and matrices Duality of vector spaces
14.

by Hans Schwerdtfeger
 出版情報: Groningen : P. Noordhoff, 1950  279 p. ; 25 cm 所蔵情報: loading…
15.

Michael W. Frazier
 出版情報: New York ; Tokyo : Springer, c1999  xvi, 501 p. ; 25 cm シリーズ名: Undergraduate texts in mathematics 所蔵情報: loading…

 Preface Acknowledgments Prologue: Compression of the FBI Fingerprint Files Background: Complex Numbers and Linear Algebra / 1： Real Numbers and Complex Numbers / 1.1： Complex Series, Euler's Formula, and the Roots of Unity / 1.2： Vector Spaces and Bases / 1.3： Linear Transformations, Matrices, and Change of Basis / 1.4： Diagonalization of Linear Transformations and Matrices / 1.5： Inner Products, Orthonormal Bases, and Unitary Matrices / 1.6： The Discrete Fourier Transform / 2： Basic Properties of the Discrete Fourier Transform / 2.1： Translation-Invariant Linear Transformations / 2.2： The Fast Fourier Transform / 2.3： Wavelets on $bZ_N$ / 3： Construction of Wavelets on $bZ_N$: The First Stage / 3.1： Construction of Wavelets on $bZ_N$: The Iteration Step / 3.2： Examples and Applications / 3.3： Wavelets on $bZ$ / 4： $ell ^2(bZ)$ / 4.1： Complete Orthonormal Sets in Hilbert Spaces / 4.2： $L^2([- pi , pi ))$ and Fourier Series / 4.3： The Fourier Transform and Convolution on $ell ^2(bZ)$ / 4.4： First-Stage Wavelets on $bZ$ / 4.5： The Iteration Step for Wavelets on $bZ$ / 4.6： Implementation and Examples / 4.7： Wavelets on $bR$ / 5： $L^2(bR)$ and Approximate Identities / 5.1： The Fourier Transform on $bR$ / 5.2： Multiresolution Analysis and Wavelets / 5.3： Construction of Multiresolution Analyses / 5.4： Wavelets with Compact Support and Their Computation / 5.5： Wavelets and Differential Equations / 6： The Condition Number of a Matrix / 6.1： Finite Difference Methods for Differential Equations / 6.2： Wavelet-Galerkin Methods for Differential Equations / 6.3： Bibliography Index
 Preface Acknowledgments Prologue: Compression of the FBI Fingerprint Files
16.

Carl Meyer
 出版情報: Philadelphia : Society for Industrial and Applied Mathematics (SIAM), c2000  2 v. ; 25 cm. 所蔵情報: loading…

 Preface Linear Equations / 1.： Introduction / 1.1： Gaussian Elimination and Matrices / 1.2： Gauss-Jordan Method / 1.3： Two-Point Boundary Value Problems / 1.4： Making Gaussian Elimination Work / 1.5： Ill-Conditioned Systems / 1.6： Rectangular Systems and Echelon Forms / 2.： Row Echelon Form and Rank / 2.1： Reduced Row Echelon Form / 2.2： Consistency of Linear Systems / 2.3： Homogeneous Systems / 2.4： Nonhomogeneous Systems / 2.5： Electrical Circuits / 2.6： Matrix Algebra / 3.： From Ancient China to Arthur Cayley / 3.1： Addition and Transposition / 3.2： Linearity / 3.3： Why Do It This Way / 3.4： Matrix Multiplication / 3.5： Properties of Matrix Multiplication / 3.6： Matrix Inversion / 3.7： Inverses of Sums and Sensitivity / 3.8： Elementary Matrices and Equivalence / 3.9： The LU Factorization / 3.10： Vector Spaces / 4.： Spaces and Subspaces / 4.1： Four Fundamental Subspaces / 4.2： Linear Independence / 4.3： Basis and Dimension / 4.4： More about Rank / 4.5： Classical Least Squares / 4.6： Linear Transformations / 4.7： Change of Basis and Similarity / 4.8： Invariant Subspaces / 4.9： Norms, Inner Products, and Orthogonality / 5.： Vector Norms / 5.1： Matrix Norms / 5.2： Inner-Product Spaces / 5.3： Orthogonal Vectors / 5.4： Gram-Schmidt Procedure / 5.5： Unitary and Orthogonal Matrices / 5.6： Orthogonal Reduction / 5.7： Discrete Fourier Transform / 5.8： Complementary Subspaces / 5.9： Range-Nullspace Decomposition / 5.10： Orthogonal Decomposition / 5.11： Singular Value Decomposition / 5.12： Orthogonal Projection / 5.13： Why Least Squares? / 5.14： Angles between Subspaces / 5.15： Determinants / 6.： Additional Properties of Determinants / 6.1： Eigenvalues and Eigenvectors / 7.： Elementary Properties of Eigensystems / 7.1： Diagonalization by Similarity Transformations / 7.2： Functions of Diagonalizable Matrices / 7.3： Systems of Differential Equations / 7.4： Normal Matrices / 7.5： Positive Definite Matrices / 7.6： Nilpotent Matrices and Jordan Structure / 7.7： Jordan Form / 7.8： Functions of Nondiagonalizable Matrices / 7.9： Difference Equations, Limits, and Summability / 7.10： Minimum Polynomials and Krylov Methods / 7.11： Perron-Frobenius Theory / 8.： Positive Matrices / 8.1： Nonnegative Matrices / 8.3： Stochastic Matrices and Markov Chains / 8.4： Index
 Preface Linear Equations / 1.： Introduction / 1.1：
17.

Jens A. Jensen, John H. Rowland
 出版情報: Glenview, Ill. : Scott, Foresman, [1975]  303 p. ; 24 cm 所蔵情報: loading…
18.

by L.E. Dickson
 出版情報: Cambridge : University Press, 1914  viii, 73 p. ; 22 cm シリーズ名: Cambridge tracts in mathematics ; no. 16 所蔵情報: loading…
19.

par J. Larrieu
 出版情報: Paris : Dunod, 1965  168, [1] p ; 24 cm 所蔵情報: loading…
20.

21.

Morris W. Hirsch, Stephen Smale, Robert L. Devaney
 出版情報: San Diego ; Tokyo : Elsevier Academic Press, c2004  xiv, 417 p. ; 24 cm シリーズ名: Pure and applied mathematics ; v. 60 所蔵情報: loading…

 Preface First-Order Equations / Chapter 1： The Simplest Example / 1.1： The Logistic Population Model / 1.2： Constant Harvesting and Bifurcations / 1.3： Periodic Harvesting and Periodic Solutions / 1.4： Computing the Poincare Map / 1.5： Exploration: A Two-Parameter Family / 1.6： Planar Linear Systems / Chapter 2： Second-Order Differential Equations / 2.1： Planar Systems / 2.2： Preliminaries from Algebra / 2.3： Eigenvalues and Eigenvectors / 2.4： Solving Linear Systems / 2.6： The Linearity Principle / 2.7： Phase Portraits for Planar Systems / Chapter 3： Real Distinct Eigenvalues / 3.1： Complex Eigenvalues / 3.2： Repeated Eigenvalues / 3.3： Changing Coordinates / 3.4： Classification of Planar Systems / Chapter 4： The Trace-Determinant Plane / 4.1： Dynamical Classification / 4.2： Exploration: A 3D Parameter Space / 4.3： Higher Dimensional Linear Algebra / Chapter 5： Preliminaries from Linear Algebra / 5.1： Bases and Subspaces / 5.2： Genericity / 5.5： Higher Dimensional Linear Systems / Chapter 6： Distinct Eigenvalues / 6.1： Harmonic Oscillators / 6.2： The Exponential of a Matrix / 6.3： Nonautonomous Linear Systems / 6.5： Nonlinear Systems / Chapter 7： Dynamical Systems / 7.1： The Existence and Uniqueness Theorem / 7.2： Continuous Dependence of Solutions / 7.3： The Variational Equation / 7.4： Exploration: Numerical Methods / 7.5： Equilibria in Nonlinear Systems / Chapter 8： Some Illustrative Examples / 8.1： Nonlinear Sinks and Sources / 8.2： Saddles / 8.3： Stability / 8.4： Bifurcations / 8.5： Exploration: Complex Vector Fields / 8.6： Global Nonlinear Techniques / Chapter 9： Nullclines / 9.1： Stability of Equilibria / 9.2： Gradient Systems / 9.3： Hamiltonian Systems / 9.4： Exploration: The Pendulum with Constant Forcing / 9.5： Closed Orbits and Limit Sets / Chapter 10： Limit Sets / 10.1： Local Sections and Flow Boxes / 10.2： The Poincare Map / 10.3： Monotone Sequences in Planar Dynamical Systems / 10.4： The Poincare-Bendixson Theorem / 10.5： Applications of Poincare-Bendixson / 10.6： Exploration: Chemical Reactions That Oscillate / 10.7： Applications in Biology / Chapter 11： Infectious Diseases / 11.1： Predator/Prey Systems / 11.2： Competitive Species / 11.3： Exploration: Competition and Harvesting / 11.4： Applications in Circuit Theory / Chapter 12： An RLC Circuit / 12.1： The Lienard Equation / 12.2： The van der Pol Equation / 12.3： A Hopf Bifurcation / 12.4： Exploration: Neurodynamics / 12.5： Applications in Mechanics / Chapter 13： Newton's Second Law / 13.1： Conservative Systems / 13.2： Central Force Fields / 13.3： The Newtonian Central Force System / 13.4： Kepler's First Law / 13.5： The Two-Body Problem / 13.6： Blowing Up the Singularity / 13.7： Exploration: Other Central Force Problems / 13.8： Exploration: Classical Limits of Quantum Mechanical Systems / 13.9： The Lorenz System / Chapter 14： Introduction to the Lorenz System / 14.1： Elementary Properties of the Lorenz System / 14.2： The Lorenz Attractor / 14.3： A Model for the Lorenz Attractor / 14.4： The Chaotic Attractor / 14.5： Exploration: The Rossler Attractor / 14.6： Discrete Dynamical Systems / Chapter 15： Introduction to Discrete Dynamical Systems / 15.1： The Discrete Logistic Model / 15.2： Chaos / 15.4： Symbolic Dynamics / 15.5： The Shift Map / 15.6： The Cantor Middle-Thirds Set / 15.7： Exploration: Cubic Chaos / 15.8： Exploration: The Orbit Diagram / 15.9： Homoclinic Phenomena / Chapter 16： The Shil'nikov System / 16.1： The Horseshoe Map / 16.2： The Double Scroll Attractor / 16.3： Homoclinic Bifurcations / 16.4： Exploration: The Chua Circuit / 16.5： Existence and Uniqueness Revisited / Chapter 17： Proof of Existence and Uniqueness / 17.1： Continuous Dependence on Initial Conditions / 17.3： Extending Solutions / 17.4： Nonautonomous Systems / 17.5： Differentiability of the Flow / 17.6： Bibliography Index
 Preface First-Order Equations / Chapter 1： The Simplest Example / 1.1：
22.

Peter Deuflhard
 出版情報: Berlin ; Tokyo : Springer, c2004  xii, 424 p. ; 24 cm シリーズ名: Springer series in computational mathematics ; 35 所蔵情報: loading…

 Outline of Contents Introduction / 1： Newton-Raphson Method for Scalar Equations / 1.1：
23.

Morris W. Hirsch and Stephen Smale
 出版情報: New York : Academic Press, c1974  xi, 358 p. ; 23 cm シリーズ名: Pure and applied mathematics ; v. 60 所蔵情報: loading…

 Preface First Examples Newton's Equation and Kepler's Law Linear Systems with Constant Coeffecients and Real Eigenvalues Linear Systems with Constant Coefficients and Complex Eigenvalues Linear Systems and Exponentials of Operators Linear Systems and Canonical Forms of Operators Contractions and Generic Properties of Operators Fundamental Theory Stability of Equilibria Differential Equations for Electrical Circuits The Poincare-Bendixson Theorem Ecology Periodic Attractors Classical Mechanics Nonautonomous Equations and Differentiability of Flows Perturbation Theory and Structural Stability Elementary Facts Polynomials On Canonical Forms The Inverse Function Theorem References Answers to Selected Problems Index
 Preface First Examples Newton's Equation and Kepler's Law
24.

Dominic G. B. Edelen, Anastasios D. Kydoniefs
 出版情報: New York : Elsevier, c1976  xvii, 269 p. ; 24 cm 所蔵情報: loading…
25.

Serge Lang
26.

by Nicolaas H. Kuiper
 出版情報: Amsterdam : North-Holland, 1962  viii, 284 p. ; 23 cm 所蔵情報: loading…
27.

Alexander Graham
 出版情報: Chichester, West Sussex, England : E. Horwood , New York, NY, USA : Halsted Press [distributor], 1987  264 p. ; 25 cm シリーズ名: Ellis Horwood series in mathematics and its applications 所蔵情報: loading…
28.

Alexander Graham
 出版情報: Chichester [Eng.] : E. Horwood , New York : Halsted Press, c1979  295 p. ; 23 cm シリーズ名: Ellis Horwood series in mathematics and its applications 所蔵情報: loading…
29.

Larry Smith
 出版情報: New York : Springer-Verlag, c1978  vii, 280 p. ; 25 cm シリーズ名: Undergraduate texts in mathematics 所蔵情報: loading…
30.

David M. Bloom
 出版情報: Cambridge : Cambridge University Press, 1979  xiii, 625 p. ; 23 cm 所蔵情報: loading…
31.

Alexander Abian
 出版情報: New York : Pergamon Press, c1971  vii, 166 p. ; 24 cm 所蔵情報: loading…
32.

by Hans Schwerdtfeger
 出版情報: Groningen : P. Noordhoff, 1961 [c1950]  288 p. ; 25 cm 所蔵情報: loading…
33.

Peter D. Lax
 出版情報: New York : John Wiley, c1997  xiv, 250 p. ; 24 cm シリーズ名: Pure and applied mathematics 所蔵情報: loading…

 Fundamentals Duality Linear Mappings Matrices Determinant and Trace Spectral Theory Euclidean Structure Spectral Theory of Selfadjoint Mappings Calculus of Vector and Matrix Valued Functions Matrix Inequalities Kinematics and Dynamics Convexity The Duality Theorem Normed Linear Spaces Linear Mappings Between Normed Spaces Positive Matrices How to Solve Systems of Linear Equations Appendices Bibliography Index List of Series Titles
 Fundamentals Duality Linear Mappings
34.

Warren Brisley
 出版情報: Sydney ; New York : J. Wiley & Sons Australasia, [1973]  vi, 189 p ; 25 cm 所蔵情報: loading…

 Inspiration Sisters in Charge "The Child That Be Talkin'." I Can Tell You the Exact Moment Coming of Age A Hard Road Up Leap to the Top "Mama Never Said There'd Be Days Like This." We've Come This Far by Faith Sister Power Coming Full Circle: Messages to Our Sisters Selected Bibliography Index
 Inspiration Sisters in Charge "The Child That Be Talkin'."
35.

von Otto-Heinrich Keller
 出版情報: Berlin : VEB Deutscher Verlag der Wissenschaften, 1963  xii, 456 p. ; 24 cm シリーズ名: Hochschulbücher für Mathematik ; Bd. 26 所蔵情報: loading…
36.

[by] Ross A. Beaumont
 出版情報: New York : Harcourt, Brace & World, [c1965]  xi, 216 p. ; 23 cm シリーズ名: Harbrace College mathematics series 所蔵情報: loading…
37.

Paul A. Fuhrmann
 出版情報: New York ; Tokyo : Springer, c1996  xiii, 360 p. ; 24 cm シリーズ名: Universitext 所蔵情報: loading…
38.

Nef, Walter, 1919-
 出版情報: Basel ; Stuttgart : Birkhäuser, 1966  276 p. ; 25 cm シリーズ名: Lehrbücher und Monographien aus dem Gebiete der exakten Wissenschaften ; Mathematische Reihe ; Bd. 31 所蔵情報: loading…
39.

by Chris Rorres, Howard Anton
 出版情報: New York : Wiley, c1977  ix, 233 p. ; 23 cm 所蔵情報: loading…
40.

Smirnov, V. I. (Vladimir Ivanovich), 1887-1974 ; Silverman, Richard A.
 出版情報: New York : McGraw-Hill, 1961  x, 464 p. ; 24 cm 所蔵情報: loading…
41.

Evar D. Nering
 出版情報: New York : J. Wiley, [1963]  289 p. ; 24 cm 所蔵情報: loading…
42.

[by] F. A. Ficken
 出版情報: Englewood Cliffs, N.J. : Prentice-Hall, c1964  1v. ; 22 cm 所蔵情報: loading…
43.

V.V. Prasolov ; [translated by D.A. Leites from an original Russian manuscript ; translation edited by Simeon Ivanov]
 出版情報: Providence, R.I. : American Mathematical Society, c1994  xviii, 225 p. ; 27 cm シリーズ名: Translations of mathematical monographs ; v. 134 所蔵情報: loading…

 Main notations and conventions Determinants Linear spaces Canonical forms of matrices and linear operators Matrices of special form Multilinear algebra Matrix inequalities Matrices in algebra and calculus Appendix Bibliography Subject Index
 Main notations and conventions Determinants Linear spaces Canonical forms of matrices and linear operators
44.

Ben Noble
 出版情報: Englewood Cliffs, N.J. : Prentice-Hall, c1969  xvi, 523 p. ; 25 cm 所蔵情報: loading…
45.

by L.E. Dickson
 出版情報: New York : Hafner Pub. Co., [1960?]  viii, 73 p. ; 22 cm シリーズ名: Cambridge tracts in mathematics and mathematical physics ; no. 16 所蔵情報: loading…
46.

Daniel Pedoe
 出版情報: New York : Wiley, [1963]  xi, 224 p ; 24 cm 所蔵情報: loading…
47.

[by] Paul J. Knopp
 出版情報: Santa Barbara, Calif. : Hamilton Pub. Co, 1974  xvi, 435 p ; 23 cm 所蔵情報: loading…
48.

Irving Reiner
 出版情報: New York : Holt, Rinehart and Winston, c1971  v, 154 p ; 23 cm 所蔵情報: loading…
49.

by W.H. Greub
 出版情報: Berlin : Springer, 1963  x, 338 p. ; 24 cm シリーズ名: Die Grundlehren der mathematischen Wissenschaften ; Bd. 97 所蔵情報: loading…
50.

by L. Fox
 出版情報: Oxford : Clarendon Press, 1964  xi, 328 p. ; 24 cm シリーズ名: Monographs on numerical analysis 所蔵情報: loading…

文献複写・貸借依頼