000			01992nam a22002777a 4500
003			OSt
005			20220904200608.0
007			ta
008			220405t ||||| |||| 00| 0 eng d
020			_a9781984601551 (e-book)
040			_bEnglish. _cCvSU-CCAT Campus Library. _erda. _aCvSU-CCAT Campus Library.
050			_aEBOP QA 268 _bM48 2018
245			_aMethods of matrix algebra / _cedited by Maria Catherine Borres.
260			_aOakville, Ontario : _bArcler Press, _cc2018.
300			_axi, 351 pages
500			_aTo access the E-Book : https://www.bibliotex.com/ (Log-in/Register is required).
504			_aIncludes bibliographical references and index
505			_aChapter 1: Introduction to Matrices Chapter 2: System of Linear Equations Chapter 3: Determinants Chapter 4: Vector Space Chapter 5: Applications of Real Vector Spaces Chapter 6: Eigen Values, Eigen Vectors, and Diagonalization Chapter 7: Solution of Linear System of Equations and Matrix Inversion Chapter 8: Interpolation Chapter 9: Differential Equations Concepts For Matrix Algebra
520			_aIn many respects this book is design for beginners. It combines an illustration hearted approach, well rounded explanations and wealth of practice opportunities. It makes a form friend for those students who are commencing a circuit in Matrix Algebra at school or for undergraduate series in Mathematics, Engineering or Physics. This book aims to help the readers understand the wonderful world of Matrix Algebra, to enlighten them on how this subject having worth in real world problems.
546			_aIn English text.
650			_aMatrices. _94629
700			_aBorres, Maria Catherine, editor _94596
856			_3Electronic Resources _fBibliotex. _qOnline E-books : _yhttps://www.bibliotex.com/pdfreader/methods-matrix-algebra50101659 _zhttps://www.bibliotex.com/pdfreader/methods-matrix-algebra50101659
942			_2lcc _hQA 263 M48 2018 _cEB _kEBOP
999			_c1561 _d1561