Differential equations : an introduction / David A. Sanchez

By: Material type: TextTextPublication details: Reading, Massachusetts : Addision-Wesley Publishing Company, c1983Description: x, 516 pages ; 25 cmISBN:
  • 201077604
Subject(s): LOC classification:
  • QA 372 .S26 1983
Contents:
Chapter 1. First order differential equations -- Chapter 2. Linear second order differential equations -- Chapter 3. Elementary numerical methods -- Chapter 4. The laplace transform -- Chapter 5. Linear system of differential equations -- Chapter 6. Non constant coefficient second order linear equations and series solutions -- Chapter 7. Nonlinear differential equations -- Chapter 8. More on numerical methods.
Summary: This text is based on a course, successfully given at the University of New Mexico for the last eight years, which is a one-semester introduction to ordinary differential equations for mathematics majors, engineering students, and majors in the physical sciences. It differs from the traditional introductory course in that numerical methods are used throughout as a tool to analyze the qualitative behavior of solutions as well as to approximate them.
Item type: Books
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Holdings
Item type Current library Home library Collection Call number Copy number Status Date due Barcode
Books Books National University - Manila LRC - Annex Relegation Room Secondary Education - Mathematics GC QA 372 .S26 1983 (Browse shelf(Opens below)) c.1 Available NULIB000004999

Includes index.

Chapter 1. First order differential equations -- Chapter 2. Linear second order differential equations -- Chapter 3. Elementary numerical methods -- Chapter 4. The laplace transform -- Chapter 5. Linear system of differential equations -- Chapter 6. Non constant coefficient second order linear equations and series solutions -- Chapter 7. Nonlinear differential equations -- Chapter 8. More on numerical methods.

This text is based on a course, successfully given at the University of New Mexico for the last eight years, which is a one-semester introduction to ordinary differential equations for mathematics majors, engineering students, and majors in the physical sciences. It differs from the traditional introductory course in that numerical methods are used throughout as a tool to analyze the qualitative behavior of solutions as well as to approximate them.

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