Schaum's solved problems series 2500 solved problems in differential equations / Richard Bronson

By: Bronson, Richard [author]Material type: TextTextSeries: Schaum's solved problems seriesPublication details: New York : McGraw-Hill Book Company , c 1983Description: v, 440 pages : illustrations ; 28 cmISBN: 9710845802Subject(s): DIFFERNTIAL EQUATIONLOC classification: QA 371 .B83 1983
Contents:
Chapter1. Basic concepts -- Chapter2. Solutions -- Chapter3. Separable first-order differential equations -- Chapter4. Exact first-order differential equations -- Chapter5. Linear first-order differential equations Chapter6. Applications of first-order differential equations -- Chapter7. Linear differential equations- theory of solutions -- Chapter8. Linear homogenous differential- equations with constant coefficients -- Chapter9. The method of undetermined coefficients -- Chapter10. Variation of parameters -- Chapter11. Applications of second-order linear differential equations -- Chapter12. Laplace transforms -- Chapter13. Inverse Laplace transforms and their use in solving differential equations -- Chapter14. Matrix methods -- Chapter15. Infinite-series solutions -- Chapter16. Eigenfunction expansions .
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Item type Current library Home library Collection Shelving location Call number Copy number Status Date due Barcode
Books Books LRC - Annex
National University - Manila
General Education General Circulation GC QA 371 .B83 1983 (Browse shelf (Opens below)) c.1 Available NULIB000005070

Chapter1. Basic concepts -- Chapter2. Solutions -- Chapter3. Separable first-order differential equations -- Chapter4. Exact first-order differential equations -- Chapter5. Linear first-order differential equations Chapter6. Applications of first-order differential equations -- Chapter7. Linear differential equations- theory of solutions -- Chapter8. Linear homogenous differential- equations with constant coefficients -- Chapter9. The method of undetermined coefficients -- Chapter10. Variation of parameters -- Chapter11. Applications of second-order linear differential equations -- Chapter12. Laplace transforms -- Chapter13. Inverse Laplace transforms and their use in solving differential equations -- Chapter14. Matrix methods -- Chapter15. Infinite-series solutions -- Chapter16. Eigenfunction expansions .

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