Differential Equations
Overview
Differential equations are equations expressed in the language of calculus (usually as equations consisting
of the derivatives of functions). They form the core of many modeling paradigms. Sometimes differential
are exactly solvable, meaning there is an analytic solution. When no such solution exists, we have to
use numerical methods to calculate an approximation.
Topics
- Model Types
- Types of Differential Equations
- Solution Methods
- Finite Difference
- Fourier Analysis : is a technique used in the
solution of 2nd orer differentional equations with a specified boundary condition. Fourier series can represent
arbitrary (suitably smooth) function as a series of cosine and sine functions summed.
- Greens Functions
- Equations
