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Multivariable mathematics : Richard E. Williamson, Hale F. Trotter.

By: Williamson, Richard E [autor.]Contributor(s): Trotter, Hale FMaterial type: TextTextLanguage: English Publisher: Upper Saddle River, New Jersey : Prentice Hall, 1996Edition: Third editionDescription: xv, 732 páginas : ilustraciones, gráficos ; 25 cmContent type: texto Media type: sin mediación Carrier type: volumenISBN: 0131816454; 9780131816459Subject(s): Algebra lineal -- Problemas, ejercicios, etc | Ecuaciones diferenciales -- Problemas, ejercicios, etc | Cálculo diferencial -- Problemas, ejercicios, etc | Análisis estadístico multivariable -- Problemas, ejercicios, etcDDC classification: 512.15
Contents:
1. Vectors. 2. Dot and Cross Products. 3. Equations and Matrices. 4. Derivatives. 5. Differentiability. 6. Vector Differential Calculus. 7. Multiple Integration. 8. Integrals and Derivatives on Curves. 9. Vector Field Theory. 10. First-Order Differential Equations. 11. Constant-Coefficient Equations. 12. Introduction to Systems. 13. Matrix Methods. 14. Infinite Series. Appendix: Finding Indefinite Integrals. Integral Table. Ansaers and Hints .
Abstract: Para cursos de cálculo de segundo año, cálculo lineal y ecuaciones diferenciales. Este texto explora las técnicas estándar de resolución de problemas de las matemáticas multivariables, integrando ideas de álgebra vectorial con cálculo multivariable y ecuaciones diferenciales.
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Incluye índice.

1. Vectors. 2. Dot and Cross Products. 3. Equations and Matrices. 4. Derivatives. 5. Differentiability. 6. Vector Differential Calculus. 7. Multiple Integration. 8. Integrals and Derivatives on Curves. 9. Vector Field Theory. 10. First-Order Differential Equations. 11. Constant-Coefficient Equations. 12. Introduction to Systems. 13. Matrix Methods. 14. Infinite Series. Appendix: Finding Indefinite Integrals. Integral Table. Ansaers and Hints .

Para cursos de cálculo de segundo año, cálculo lineal y ecuaciones diferenciales. Este texto explora las técnicas estándar de resolución de problemas de las matemáticas multivariables, integrando ideas de álgebra vectorial con cálculo multivariable y ecuaciones diferenciales.

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