000			01248nam a2200169Ia 4500
005			20241211205629.0
008			241211s1975 xx 000 0 und d
020			_afcnm1288
082			_a512.943I/J74
100			_aJoshi, A. W.
245		0	_aMatrices and Tensors in Physics
250			_a2da
260			_aNew York : _bJohn Wiley and Sons, _c1975
300			_a288 páginas
505			_aI. Matrix algebra. 1.Vector spaces and transformations. 2.The algebra of matrices. 3.Special matrices. 4.Determinants. 5.Special matrices. 6.Partitioning of matrices. 7.Systems of linear equations- particular cases. 8.Systems of linear equations- general. 9.The eigenvalue problem I. 10.The eigenvalue problem II. 11.Bilinear and quadratic forms. 12.Functions of a matrix. 13.Kronecker sun and product of matrices. 14.Matrices in classical and quantum mechanics. Bibliography for chapter II. II. Tensor Analysis. 15.Introduction. 16.The algebra of tensor. 17.Quotient law. 18.The fundamental tensor. 19.Cartesian tensors. 20.Four-vector in special relativity. 21.Covariant formulation of electrodynamics. 22.Tensor calculus. 23.Kinematics in a Riemannian space. 24.Riemannian-Cristoffiel curvature tensor. Bibliography for chapter II.
942			_yLIB
999			_c50511 _d50511