Theory and problems of differential equations / Frank Ayres, Jr.
By: Ayres, Frank.
Contributor(s): Ault, J. C.
Material type: BookSeries: Schaum's outline series.Publisher: New York : McGraw-Hill, 1972Edition: SI (metric) ed. adapted by J.C. Ault.Description: [5], 295 p. : ill ; 28 cm.ISBN: 0070843961.Subject(s): Differential equations -- Problems, exercises, etcDDC classification: 515.3Item type | Current library | Call number | Copy number | Status | Date due | Barcode | Item holds |
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General Lending | MTU Bishopstown Library Lending | 515.3 (Browse shelf(Opens below)) | 1 | Available | 00008024 |
Title page imprint: London.
Includes index.
Origin of differentrial equations -- Solutions of differential equations -- Equations of first order and first degree -- Equations of first order and first degree-variables separable and reduction to variables separable -- Equations of first order and first degree-Exact equations and reduction to exact equations -- Equations of first order and first degree-linear equations and those reducible to that form -- Geometric applications -- Physical applications -- Equations of first order and higher degree -- Singular solutions-extraneous loci -- Applications of first order and higher degree equations -- Linear equations of order n -- Homogenous linear equations with constant coefficients -- Linear equations with constant coefficients-variation of parameters, undetermined coefficients -- Linear equations with constant coefficients-short methods -- Linear equations with variable coefficients-the Caughy and Legendre linear equations -- Linear equations with variable coefficients -- equations of the second order -- Linear equations with variable coefficients-miscellaneous types -- Applications of linear equations -- Systems of simultaneous linear equations -- Total differential equations -- Applications of total and simultaneous equations -- Numerical approximation to solutions -- Integration in series -- Integration in series -- The Legendre, Bessel and Gauss equations -- Partial differential equations -- Linear partial differential equations of order one -- Non linear partial differential equations of order one -- Homogeneous partial differential equations of higher order with constant coefficients -- Non-homogeneous linear equations with constant coefficients -- Partial differential equations of order two with variable coefficients.