2002•International Linear ColliderRequires access

A Course in Ordinary Differential Equations

Bindhyachal Rai, D. P Choudhury, Herbert I. Freedman

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Abstract

Introduction and Basic Concepts. Solvable First Order Equations. Applications of First Order Equations. Theoretical Considerations. Linear Differential Equations I. Linear Differential Equations II. Systems of Differential Equations. Laplace Transforms. Power Series Methods. Numerical Methods.

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Introduction and Basic Concepts. Solvable First Order Equations. Applications of First Order Equations. Theoretical Considerations. Linear Differential Equations I. Linear Differential Equations II. Systems of Differential Equations. Laplace Transforms. Power Series Methods. Numerical Methods.

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Available abstract

Introduction and Basic Concepts. Solvable First Order Equations. Applications of First Order Equations. Theoretical Considerations. Linear Differential Equations I. Linear Differential Equations II. Systems of Differential Equations. Laplace Transforms. Power Series Methods. Numerical Methods.

Key concepts: Numerical partial differential equations, Exponential integrator, Linear differential equation, Differential algebraic equation, Examples of differential equations, Stochastic partial differential equation, Mathematics, Integrating factor

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