Nonlinear problems can be categorized according to several properties.
The inverse scattering transform-Fourier analysis for nonlinear problems.
Advanced topics: constrained problems, nonlinear problems, reduced basis methods.
Nonlinear problems are often treated numerically by reducing them to a sequence of linear problems.
He has contributed to mathematical optimization theory and iterative methods for nonlinear problems.
It's "Nonlinear Problems and Random Theory," the first book that I was ever involved with.
This method is developed here for nonlinear problems.
The code is benchmarked using linear and nonlinear problems.
Nonquadratic Liapunov functionals can be developed for nonlinear problems.
Another useful way to classify nonlinear problems is according to the number of variables (that is, components of x).
Nonlinear problems arise when the objective or constraints cannot be expressed as linear functions without sacrificing some essential nonlinear feature of the real world system.
