Matrix theory: from generalized inverses to jordon form
By: Contributor(s): Material type:
TextLanguage: English Series: Pure and Applied Mathematics: a Program of Monographs, Textbooks and Lecture NotesPublication details: Boca Raton Champman & Hall 2007Description: xix,547p. cmISBN: - 1584886250 (hbd)
- B245, P7
Textual
| Cover image | Item type | Current library | Home library | Collection | Shelving location | Call number | Materials specified | Vol info | URL | Copy number | Status | Notes | Date due | Barcode | Item holds | Item hold queue priority | Course reserves | |
|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|
Textual
|
Central Science Library | Central Science Library | B245 P7 (Browse shelf(Opens below)) | Available | SL1380136 |
Appendix A-D 459-542p; Index 543-548p
There are no comments on this title.
-
101
Linear algebra and matrix theory
by Gilbert, Jimmie -
102
Linear Algebra and Matrix Theory
by Gilbert, Jimmie -
103
Linear algebra for social sciences
by Yaari Menaham E -
104
Linear algebra for undergradates
by Murdoch D C -
105
Linear algebra.
by Nef Walter -
106
Linear algebra. Ed and Tr by Richard A Silverman
by Shilov George E -
107
Linear models and the relevant distributions and matrix algebra
by Harville David A -
108
Linear Models and the Relevant Distributions and Matrix Algebra
by David A. Harville -
109
Linear Models and the Relevant Distributions and Matrix Algebra:A Unified Approach Volume 2
by David A. Harville -
110
Mathematical methods for molecular science :
by Straub, John Edward, -
111
Mathematics for econometrics
by Dhrymes Phoebus J -
112
Matrices and Their Roots: a Textbook of Matrix Algebra
by Heesterman A R G -
113
Matrices in combinatorics and graph theory
by Liu Bolian -
114
Matrix algebra
by Abadir, Karim M. -
115
Matrix Algebra
by James E. Gentle -
116
Matrix Algebra
by James E. Gentle -
117
Matrix Algebra
by James E. Gentle -
118
Matrix Algebra
by Abadir/Magnus -
119
Matrix algebra
by Namboodiri Krishnan -
120
Matrix algebra
by Namboodiri Krishnan -
121
Matrix algebra
by Namboodiri Krishnan -
122
Matrix algebra
by Namboodiri Krishnan -
123
Matrix algebra
by Gentle James E -
124
Matrix algebra
by Gentle James E. -
125
Matrix Algebra and Its Applications to Statistics and Econometrics
by Rao C Radhakrishna Et Al -
126
A Matrix Algebra Approach to Artificial Intelligence
by Xian-Da Zhang -
127
Matrix algebra for applied economics
by Searle Shayle R -
128
Matrix algebra for applied economics
by Searle Shayle R -
129
Matrix algebra for business and economics
by Searle S R -
130
Matrix algebra for business and economics
by Searle S R -
131
Matrix algebra for physicists
by Eisenschitz, R. K. -
132
Matrix algebra for social scientists
by Horst Paul -
133
Matrix algebra for social scientists
by Horst Paul -
134
Matrix algebra for social scientists
by Horst Pual -
135
Matrix algebra for social scintists
by Horst Paul -
136
Matrix algebra from a statistician's perspective
by Harville David A -
137
Matrix algebra useful for statistics
by Searle Shayle R -
138
Matrix algebra useful for statistics
by Searle Shayle R -
139
Matrix Algebra Using MINimal MATlab
by Joel W. Robbin -
140
Matrix algebra: A programmed introduction
by Dorf, Richard C. -
141
Matrix algebra: exercises and solutions
by Harville David A -
142
Matrix algebra: Theory computations and applications in statistics
by Gentle James E -
143
Matrix Algebra: using MINImal MATlab
by Robbin Joel W -
144
Matrix analysis
by Horn, Roger A. -
145
Matrix analysis
by Bhatia Rajendra -
146
Matrix analysis
by Bhatia Rajendra -
147
Matrix analysis and applications
by Zhang, Xianda, -
148
Matrix analysis for statistics
by Schott James R -
149
Matrix and linear algebra
by Datta K B -
150
Matrix and linear algebra aided with matlab
by Datta Kanti Bhushan
Matrix theory: from generalized inverses to jordon form
APA
Piziak Robert, Odell P L, . (2007). Matrix theory: from generalized inverses to jordon form. Boca Raton: Champman & Hall.
Chicago
Piziak Robert, Odell P L, . 2007. Matrix theory: from generalized inverses to jordon form. Boca Raton: Champman & Hall.
Harvard
Piziak Robert, Odell P L, . (2007). Matrix theory: from generalized inverses to jordon form. Boca Raton: Champman & Hall.
MLA
Piziak Robert, Odell P L, . Matrix theory: from generalized inverses to jordon form. Boca Raton: Champman & Hall. 2007.
