Schaum´s outline of theory and problems of fourier analisis : with applications to boundary value problems / Murray R. Spiegel
Por: Spiegel, Murray R
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Tipo de material: 
LibroEditor: New York (Estados Unidos) : McGraw-Hill, 1974Descripción: 191 páginas ; 28x21 cm.Idioma: InglésISBN: 0070602190.Materia(s): Análisis de Fourier | Problemas de valor límiteClasificación CDD: 515 | Item type | Current location | Collection | Call number | Copy number | Status | Date due | Barcode |
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Libro - Material General
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Biblioteca Campus Palmas General | General | 515.2433/S755/Ejemplar 4 (Browse shelf) | Ejemplar 4 | Available | 0013416 | |
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Libro - Material General
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Biblioteca Campus Palmas General | General | 515.2433/S755/Ejemplar 3 (Browse shelf) | Ejemplar 3 | Available | 0013415 | |
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Libro - Material General
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Biblioteca Campus Palmas General | General | 515.2433/S755/Ejemplar 2 (Browse shelf) | Ejemplar 2 | Available | 0013414 | |
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Libro - Material General
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Biblioteca Campus Palmas General | General | 515.2433/S755/Ejemplar 1 (Browse shelf) | Ejemplar 1 | Available | 0013413 |
Browsing Biblioteca Campus Palmas shelves, Shelving location: General, Collection: General Close shelf browser
| 515.2433/S755/Ejemplar 1 Schaum´s outline of theory and problems of fourier analisis : with applications to boundary value problems | 515.2433/S755/Ejemplar 2 Schaum´s outline of theory and problems of fourier analisis : with applications to boundary value problems | 515.2433/S755/Ejemplar 3 Schaum´s outline of theory and problems of fourier analisis : with applications to boundary value problems | 515.2433/S755/Ejemplar 4 Schaum´s outline of theory and problems of fourier analisis : with applications to boundary value problems | 515.25/H65/Ejemplar 1 Cálculo aplicado para administración, economía, contaduría y ciencias sociales | 515.33/B35 Cálculo diferencial e integral | 515.33/C26p Problemas resueltos de cálculo diferencial |
Chapter 1. Boundary value problems
Chapter 2. Fourier series and applications
Chapter 3. Orthogonal functions
Chapter 4. Gamma, beta and other special functions
Chapter 5. Fourier integrals and applications
Chapter 6. Bessel functions and applications
Chapter 7. Legendre functions and applications
Chapter 8. Hermite, laguerre and other orthogonal polynomials
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