Usted está aquí: Inicio Matemáticas Differential Equations Syllabus

Syllabus

Acciones de Documento
  • Vista de contenidos
  • Marcadores (bookmarks)
  • Exportación de LTI
Autor: Elena Romera
Syllabus de la asignatura: Temas que forman parte de la asignatura.

 

Chapter 1 - FIRST ORDER DIFFERENTIAL EQUATIONS

1.1. Introduction
1.2. Elementary methods
1.3 Other kinds of equations
1.4. Applications

Chapter 2 - LINEAR EQUATIONS OF HIGHER ORDER
2.1 Second order linear equations
2.2 Linear equations of order n
2.3 Applications

Chapter 3 - LAPLACE TRANSFORM
3.1 Definition and basic properties
3.2 Resolution of equations and linear systems
3.3 Advanced properties

Chapter 4 - METHOD OF SEPARATION OF VARIABLES
4.1 Introduction to partial differential equations
4.2 Method of separation of variables
4.3 Fourier series
4.4 More examples of separation of variables

Chapter 5 - STURM-LIOUVILLE PROBLEMS
5.1 Introduction
5.2 Generalized Fourier series
5.3 Rayleigh quotient and Minimization Principle
5.4 Bessel equation

Chapter 6 - FOURIER TRANSFORM
6.1 Fourier transform on the real line
6.2 Resolution of equations with the Fourier transform
6.3 Fourier transform in several variables
Reutilizar Curso
Descargar este curso