000 02268nam a22003017a 4500
003 OSt
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020 _a9798886130553 (pbk.)
_c$ 58.00
040 _bENG
_cIISER-BPR
_dIISER-BPR
041 _aENG
082 _a512.5
_bMUR
_223rd
100 _aMurota, Kazuo
_95489
222 _aMathematics
245 _aLinear algebra II :
_bAdvanced topics for applications.
250 _a1st Indian ed.
260 _aSingapore:
_bWorld Scientific Publishing Co. Pte. Ltd.,
_c2024
300 _axxii, 253p. :
_bill. ;
_c23cm.
440 _aUtokyo Engineering Course/ Basic Mathematics
_95492
504 _aIncludes illustrations, bibliographic references, and subject index. Contents: Preface Matrices and Graphs Nonnegative Matrices Systems of Linear Inequalities Integer Matrices Polynomial Matrices Generalized Inverses Group Representation Theory Bibliography Index Readership: Graduate students majoring in engineering and other mathematical sciences.
520 _aThis is the second volume of the two-volume book on linear algebra in the University of Tokyo (UTokyo) Engineering Course. The objective of this second volume is to branch out from the standard mathematical results presented in the first volume to illustrate useful specific topics pertaining to engineering applications. While linear algebra is primarily concerned with systems of equations and eigenvalue problems for matrices and vectors with real or complex entries, this volumes covers other topics such as matrices and graphs, nonnegative matrices, systems of linear inequalities, integer matrices, polynomial matrices, generalized inverses, and group representation theory. The chapters are, for the most part, independent of each other, and can be read in any order according to the reader's interest. The main objective of this book is to present the mathematical aspects of linear algebraic methods for engineering that will potentially be effective in various application areas.
650 _aMathematics
650 _aAlgebra
650 _aLinear algebra
700 _aSugihara, Masaaki
_95490
710 _aEditorial Board of Utokyo Engineering Course
_4edt.
_95491
942 _2ddc
_cBK
999 _c4268
_d4268