000 02456nam a2200457 a 4500
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008 981208c19719999xxk 00 eng
020 _a0335010903
039 9 _a201703081402
_bbaiti
_c200106112111
_drahimi
_y08-18-1999
_zload
040 _dUKM
090 _aAS122.O6M201 unit 3[00008000429]
090 _aAS122.O6
_b.M201
245 1 0 _aLinear mathematics /
_cprepared by linear mathematics course team
260 _aMilton Keynes :
_bThe Open University Press,
_c1971
300 _av. :
_bill. ;
_c30 cm.
500 _amaterials accompanied with this book bearing the same call number are kept at APD
505 1 _aUnit 12. Linear functionals and duality - unit 13. Systems of differential equations - unit 14. Bilinear and quadratic forms - unit 15. Affine geometry and convex cones - unit 16. Euclidean spaces I : Inner products - unit 18. Linear programming - unit 19. Least-squares approximation - unit 20. Euclideanspace II : convergence and bases - unit 21. Numerical solution of differential equations - unit 22. Fourier series - unit 23. The wave equation - unit 24. Orthogonal and symmetric transformations - unit 25. Boundary-value problems - unit 27. Chebyshev approximation - unit 28. Theory of games - unit 29. Laplace transforms - unit 30. Numerical solution of eigenvalue problems - unit 31. Fourier transforms - unit 32. The heat conduction equation - unit 33. Existence and uniqueness theorem for differential equations.
590 _a25
650 _aVector spaces
650 _aTransformations (Mathematics)
650 _aHermite polyomials
650 _aNumeration
711 2 _aOpen University
740 _aVector spaces - unit 1-2
740 _aHermite normal form - unit 3
740 _aDifferential equations I - unit 4
740 _aDeterminants and eigenvalues - unit 5
740 _aIntroduction to numerical mathematics
_brecurrence relations - unit 7
740 _aNumerical solution of simultaneous algebraic equations - unit 8
740 _aDifferential equations II - unit 9
740 _aJordan normal form - unit 10
740 _aDifferential equations III - unit 11
907 _a.b11316767
_b2021-05-28
_c2019-11-12
942 _c01
_n0
_kAS122.O6M201 unit 3[00008000429]
914 _avtls000136634
990 _ano
991 _aFak Sains Matematik
998 _at
_b1999-05-08
_cm
_da
_feng
_gxxk
_y0
_z.b11316767
999 _c133393
_d133393