While linear functions are easy enough to define, the term “nonlinear” takes in everything else. “There’s this famous quote — I’m not sure who said it first — that the theory of ...

Physicists have long computed nonlinear response functions in the frequency domain. In this approach, one builds so-called multipoint correlation functions—calculations that combine information at ...

The same thing would be true for the first function above, f(x) = x²: n² would equal n.This would be a weird mathematics indeed (there are algebras in which this happens for some nonunit ...

The entire chip had three layers of neurons performing matrix multiplications and two nonlinear function units in between. Overall, the network implemented on the chip could work with 132 parameters.

Dr. James McCaffrey presents a complete end-to-end demonstration of linear regression using JavaScript. Linear regression is ...

Using nonlinear Kalman filtering to estimate signals. It appears that no particular approximate [nonlinear] filter is consistently better than any other, though . . . any nonlinear filter is better ...

We demonstrate the implementation of a variety of non-linear models that are more appropriate for modeling plant growth than are the ... A bestiary of non-linear functions for growth analysis.

Non-linear Opto-Electrical Transfer Functions for High Dynamic Range Television. White Paper WHP 283. Download. Published: 29 July 2014. Abstract.