Convolution
Colorized Definition
\newcommand{\integral}{\color{c1}} \newcommand{\signal}{\color{c2}} \newcommand{\flip}{\color{c3}} \newcommand{\kernel}{\color{c4}} \newcommand{\slide}{\color{c5}} \newcommand{\convolve}{\color{c6}} \plain To \convolve convolve \kernel a kernel \plain with an \signal input signal: \\ \flip flip the signal, \slide move to the desired time, \ \integral and accumulate every interaction \kernel with the kernel
Articles
Colorized Topics
Bayes' Theorem
Combination
Convolution
E (Compound Interest Definition)
E (Derivative Definition)
E (Natural Log Definition)
E (Series Definition)
Euler's Formula
Euler's Identity
Fourier Transform
Imaginary Number
LaPlace Transform
Permutation
Pythagorean Theorem
Radian
Sine (Geometric Definition)
Sine (Series Definition)
Sine (Unit Circle)
Combination
Convolution
E (Compound Interest Definition)
E (Derivative Definition)
E (Natural Log Definition)
E (Series Definition)
Euler's Formula
Euler's Identity
Fourier Transform
Imaginary Number
LaPlace Transform
Permutation
Pythagorean Theorem
Radian
Sine (Geometric Definition)
Sine (Series Definition)
Sine (Unit Circle)