Titre :	A textbook of rngineering mathematics : B.Sc. engg, B.E., B. Tech., M.E. and equivalent professional exams
Type de document :	texte imprimé
Auteurs :	N. P. Bali, Auteur ; N. CH. Narayana Iyengar, Auteur
Editeur :	New Delhi : Laxmi Publications(P.) LTD
Année de publication :	2003
Importance :	1425 p.
Présentation :	couv. ill. en coul.
Format :	24 cm.
ISBN/ISSN/EAN :	978-81-7008-365-6
Langues :	Anglais (eng)
Catégories :	MATHEMATIQUES
Index. décimale :	04-01 Mathématiques générales
Note de contenu :	Contents 1 Complex numbers 2 Theory of equations and curve fitting 3 Determinants and matrices 4 Analytical solid geometry 5 Partial differentiation 6 Multiple integrals 7 Vector algebra 8 Vector calculus 9 Infinite series 10 fourier series 11 Differential equations of first order 12 Application of differential equations of first order 13 Linear differential equations 14 Applications of linear differential equations 15 Special functions and series solutions of differential equations 16 Partial differential equations 17 Applications of Partial differential equations 18 The Laplace trans 19 Functions of a complex variable 20 Integral transforms 21 Statistics and probability 22 Finite differences and numerical methods 23 The Z-Transforms 24 Numerical solutions of ordinary differential equations 25 Numerical solution of partial differential equations 26 Curvilinear co-ordinates 27 Tensor analysis 28 Virtual york -Appendices

A textbook of rngineering mathematics : B.Sc. engg, B.E., B. Tech., M.E. and equivalent professional exams [texte imprimé] / N. P. Bali, Auteur ; N. CH. Narayana Iyengar, Auteur . - New Delhi : Laxmi Publications(P.) LTD, 2003 . - 1425 p. : couv. ill. en coul. ; 24 cm.
ISSN : 978-81-7008-365-6
Langues : Anglais (eng)

Catégories :	MATHEMATIQUES
Index. décimale :	04-01 Mathématiques générales
Note de contenu :	Contents 1 Complex numbers 2 Theory of equations and curve fitting 3 Determinants and matrices 4 Analytical solid geometry 5 Partial differentiation 6 Multiple integrals 7 Vector algebra 8 Vector calculus 9 Infinite series 10 fourier series 11 Differential equations of first order 12 Application of differential equations of first order 13 Linear differential equations 14 Applications of linear differential equations 15 Special functions and series solutions of differential equations 16 Partial differential equations 17 Applications of Partial differential equations 18 The Laplace trans 19 Functions of a complex variable 20 Integral transforms 21 Statistics and probability 22 Finite differences and numerical methods 23 The Z-Transforms 24 Numerical solutions of ordinary differential equations 25 Numerical solution of partial differential equations 26 Curvilinear co-ordinates 27 Tensor analysis 28 Virtual york -Appendices