Wronskian of Two Functions[edit | edit source]
The Wronskian of two functions is given by
- If two functions are linearly dependent on an interval, then their Wronskian vanishes on that interval.
The Laplace transform of at a complex number is
- Linearity:
If then:
- for
Laplace Transform of Few Simple Functions[edit | edit source]
The convolution of and is
Convolution is:
- Associative
- Commutative
- Distributive over addition
First Order Ordinary Differential Equations →