000			01503 a2200313 4500
001			12680
999			_c12680 _d1410
003			TR-AnTOB
005			20200531111129.0
008			110207s2002 enka 001 0 d
020			_a1842650807
035			_a12680
040			_aNOR _cNOR
041			_aeng
049			_aIBUL
050			_aQA184 _b.S343 2002
090			_aQA184 _b.S343 2002
100			_aSahai, Vivek _95778
245		0	_aLinear algebra / _cVivek Sahai, Vikas Bist.
264		1	_aPangbourne, [Eng.] : _bAlpha Science International, _cc2002.
300			_a[i], 191 p. : _bill. ; _c25 cm.
504			_aIncludes bibliography (p. 187) and index.
505			_gch. 1. _gch. 2. _gch. 3. _gch. 4. _gch. 5. _tPreliminaries -- _tVector spaces -- _tCanonical forms -- _tInner product spaces -- _tBilinear forms.
520			_aBeginning with the basic concepts of vector spaces such as linear independence, basis and dimension, quotient space, linear transformation and duality with an exposition of the theory of linear operators on a finite dimensional vector space, this book includes the concepts of eigenvalues and eigenvectors, diagonalization, triangulation and Jordan and rational canonical forms. Inner product spaces which cover finite dimensional spectral theory, and an elementary theory of bilinear forms are also discussed.
650		0	_aAlgebra _xStudy and teaching _95781
650			_aAlgebras, Linear _vProblems, exercises, etc. _921148
650			_aAlgebras, Linear _9245
700			_aBist, Vikas _95779
942			_cBK