Advanced engineering mathematics /
No. de Sistema: ( 261656 ) Clasificación LC: ( QA401 .K7 1972)
ISBN: ( 0471507288 )
Autor: Kreyszig, Erwin.
Título: Advanced engineering mathematics /
Responsabilidad: Erwin Kreyszig.
Edición: 3a ed.
Pie de imprenta: New York : Wiley, 1972
Descripción física: xvii, 866 p. : il., gráf. ; 25 cm.
Bibliografía: p. 789-793.
Cap. 1. Ordinary differential equations of the first order.-- Cap. 2. Ordinary linear differential equations.-- Cap. 3. Power series solutions of differential equations.-- Cap. 4. Laplace transformation.-- Cap. 5. Linear algebra part I: vectors.-- Cap. 6. Linear algebra part II: matrices and determinants.-- Cap. 7. Vector differential calculus. Vector fields.-- Cap. 8. Line and surface integrals. Integral theorems.-- Cap. 9. Fourier series and integrals.-- Cap. 10. Partial differential equations.-- Cap. 11. Complex analytic functions.-- Cap. 12. Conformal mapping.-- Cap. 13. Complex integrals.-- Cap. 14. Sequences and series.-- Cap. 15. Taylor and Laurent series.-- Cap. 16 Integration by the method of residues.-- Cap. 17. Complex analytic functions and pontential theory.-- Cap. 18. Numerical Analysis.-- Cap. 19. probability and statistics.
Mathematical physics Física matemática Matemáticas para ingenieros
Ítems:
Código de barras: [ 063125 ] Biblioteca: [ Biblioteca Magna ] Colección/Fondo: [Acervo General] Tipo de ítem: [ 01-Préstamo Interno (Libros) ]
ISBN: ( 0471507288 )
Autor: Kreyszig, Erwin.
Título: Advanced engineering mathematics /
Responsabilidad: Erwin Kreyszig.
Edición: 3a ed.
Pie de imprenta: New York : Wiley, 1972
Descripción física: xvii, 866 p. : il., gráf. ; 25 cm.
Bibliografía: p. 789-793.
Cap. 1. Ordinary differential equations of the first order.-- Cap. 2. Ordinary linear differential equations.-- Cap. 3. Power series solutions of differential equations.-- Cap. 4. Laplace transformation.-- Cap. 5. Linear algebra part I: vectors.-- Cap. 6. Linear algebra part II: matrices and determinants.-- Cap. 7. Vector differential calculus. Vector fields.-- Cap. 8. Line and surface integrals. Integral theorems.-- Cap. 9. Fourier series and integrals.-- Cap. 10. Partial differential equations.-- Cap. 11. Complex analytic functions.-- Cap. 12. Conformal mapping.-- Cap. 13. Complex integrals.-- Cap. 14. Sequences and series.-- Cap. 15. Taylor and Laurent series.-- Cap. 16 Integration by the method of residues.-- Cap. 17. Complex analytic functions and pontential theory.-- Cap. 18. Numerical Analysis.-- Cap. 19. probability and statistics.
Temas - Términos temáticos (Subjects--Topical Terms):
Ítems:
Código de barras: [ 063125 ] Biblioteca: [ Biblioteca Magna ] Colección/Fondo: [Acervo General] Tipo de ítem: [ 01-Préstamo Interno (Libros) ]