Library Services / All Locations

QA 184 M5 : Linear algebra : gateway to mathematics.; BJL

1993

1

QA 184 O5 : Linear algebra / Michael O'Nan, Herbert Enderton.; BJL

1990

1

QA 184 R7 : Advanced linear algebra.; BJL

1992

1

QA 184 S3 : Introduction to linear algebra.; BJL

1997

1

QA 184 T7 : Numerical linear algebra / Lloyd N. Trefethen, David Bau III.; BJL

1997

1

QA 184 T8 : Linear algebra / A. Mary Tropper.; BJL

1969

1

QA 184 V1 : Linear algebra : an introduction to abstract mathematics / Robert J. Valenza.; BJL

1999

1

QA 184 W7 : Linear algebra with applications.; BJL

2001

1

QA 184.2 A6 : Linear algebra : concepts and methods / Martin Anthony and Michele Harvey, Department of Mathematics, The London School of Economics and Political Science.; BJL

2012

1

QA 184.2 B6

2

QA 184.2 C7 : Advanced linear algebra / Bruce Cooperstein.; BJL

2010

1

QA 184.2 H2 : Handbook of linear algebra / edited by Leslie Hogben.; BJL

c2007

1

QA184.2 .S7 : Introduction to linear algebra / Gilbert Strang.; BJL

2021

1

QA184.2 .S773 : Linear algebra for everyone / Gilbert Strang.; BJL

2020

1

QA 186 B3 : The theory of finite linear spaces : combinatorics of points and lines / Lynn Margaret Batten and Albrecht Beutelspacher.; BJL

1993

1

QA 186 M1 : Topological degrees of set-valued compact fields in locally convex spaces / Tsoy-Wo Ma.; BJL

1972

1

QA 188 A9

2

QA 188 B2 : Matrices : methods and applications.; BJL

1990

1

QA 188 B4

2

QA 188 B7 : Matrices and quadratic forms / John Bowers.; BJL

2000

1

QA 188 D8 : Direct methods for sparse matrices / I.S. Duff, A.M. Erisman, J.K. Reid.; BJL

1989

1

QA 188 F9 : Basic matrix theory.; BJL

1962

1

QA 188 G2 : The theory of matrices.; BJL

1959

1

QA 188 H8 : Topics in matrix analysis / Roger A. Horn, Charles R. Johnson.; BJL

1991

1

QA 188 J5 : Matrix computation for engineers and scientists.; BJL

1977

1

QA 188 L2 : The theory of matrices : with applications.; BJL

1985

1

QA 188 L7 / q : Schaum's outline of theory and problems of linear algebra.; BJL

1991

1

QA 188 S1 : Iterative methods for sparse linear systems.; BJL

1996

1

QA 188 S3 : Matrices and linear algebra.; BJL

1968

1

QA 188 S4

2

QA 190 T9 : The theory of determinants, matrices and invariants.; BJL

1928

1

QA 191 G3 : Discriminants, resultants and multi-dimensional determinants / I.M. G elfand, M.M. Kapranov, A.V. Zelevinsky.; BJL

1994

1

QA 193 L5 : ARPACK users' guide : solution of large-scale eigenvalue problems with implicitly restarted Arnoldi methods / R. B. Lehoucq, D. C. Sorensen, C. Yang.; BJL

1998

1

Qa 197.8 T7 : Iterative methods for the solution of equations.; BJL

1964

1

QA 199 H1 : Quadratic algebras, Clifford algebras, and arithmetic Witt groups.; BJL

1994

1

QA 199 H5 : Clifford algebra to geometric calculus : a unified language for mathematics and physics / D. Hestenes, G. Sobczyk.; BJL

1984

1

QA 199 L8 : Clifford algebras and spinors.; BJL

1997

1

QA 199 R5 : Clifford numbers and spinors / edited by E. Folke Bolinder and P. Lounesto.; BJL

1993

1

QA 199 R9 : Clifford algebras in analysis and related topics.; BJL

1995

1

QA 199 S5 : Symmetric algebras by direct product of Clifford algebra.; BJL

1988

1

QA 201 D5 : Invariant theory, old and new / Jean A. Dieudonné and James B. Carrell.; BJL

1971

1

QA 201 G7 : The algebra of invariants.; BJL

1

QA 201 H6 : Theory of algebraic invariants.; BJL

1993

1

QA 201 S9 : Algorithms in invariant theory.; BJL

1993

1

QA 211 / p : A simplified presentation of Einstein's unified field equations.; BJL

1

QA 211 B1 : The equations : icons of knowledge.; BJL

c2005

1

QA 211 B9

2

QA 211 S8 : Seventeen equations that changed the world / Ian Stewart.; BJL

2012

1

QA 215 S5 : Geometry of the quintic.; BJL

1997

1