Title Statements
- Full title :Handbook of First-Order Partial Differential Equations.
Summary
Linear Equations with Two Independent Variables. Linear Equations with Three or More Independent Variables. Nonlinear Equations. Equations with Two Independent Variables. Quadratic in Derivatives. Nonlinear Equations with Two Independent Variables or General Form Nonlinear Equations with Three or More Independent Variables. Supplement Solution of Differential Equations Through the CONVODE Software.
Read More ↓Edition Statements
- Publication Date:©2001.
Publication Statements
- Publisher(s):CRC Press
- Place of Publication:Boca Raton
- Language:eng
- Publication Date:©2001.
The Physical Object
- Description:1 online resource (517 pages).
Edition Identifiers
- ISBN:9781420024463, 1420024469
- oclc:on1058190676
- LC Classification:QA374 ǂb .P659 2001eb
- Dewey Decimal:518/.64
Table of Contents
Front Cover -- Contents -- Preface -- Authors -- Annotation -- Some Notation and Remarks -- Part I: Linear Equations With Two Independent Variables -- Chapter 1: Equations Containing One Derivative -- Chapter 2: Linear Equations of the Form f(x, y) w/ x + g(x, y) w/ y = 0 -- Chapter 3: Linear Equations of the Form f(x, y) w/ x + g(x, y) w/ y = h(x, y) -- Chapter 4: Linear Equations of the Form f(x, y) w/ x + g(x, y) w/ y = h(x, y)w -- Chapter 5: Linear Equations of the Form f(x, y) w/ x + g(x, y) w/ y = h1(x, y)w + h0(x, y) -- Part II: Linear Equations With Three or More Independent Variables -- Chapter 6: Linear Equations of the Form f(x, y, z) w/ x + g(x, y, z) w/ y + h(x, y, z) w/ z = 0 -- Chapter 7: Linear Equations of the Form f1 w/ y + f2 w/ y + f3 w/ z = f4, fn = fn(x, y, z) -- Chapter 8: Linear Equations of the Form f1 w/ x + f2 w/ y + f3 w/ z = f4w, fn = fn(x, y, z) -- Chapter 9: Linear Equations of the Form f1 w/ x + f2 w/ y + f3 w/ z = f4w, f5, fn = fn(x, y, z) -- Chapter 10: Linear Equations With Four or More Independent Variables -- Part III: Nonlinear Equations -- Chapter 11: Quasilinear Equations of the Form f(x, y) w/ x + g(x, y) w/ y = h(x, y, w) -- Chapter 12: Qu…
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