The function PiecewiseExpand allows users to transform an arbitrary composition of piecewise functions into a single piecewise function. These tools, as well as Mathematica's condition solving capabilities, allo
FORMULA ON A PIECEWISE LYAPUNOV SURFACE FOR 伪 -HYPERHOLOMORPHIC FUNCTIONS INAnalysis, Clifford
In CP Optimizer, piecewise linear functions are typically used to model a known function of time, such as the cost incurred for completing an activity after a known date t (see Expressions over Interval Variables). A piecewise linear function F(t) is defined by a tuple F = piecewise(S, ...
In CP Optimizer, piecewise linear functions are typically used to model a known function of time, such as the cost incurred for completing an activity after a known date t (see Expressions over Interval Variables). A piecewise linear function F(t) is defined by a tuple F = piecewise(S, ...
Piecewise Linear Functions (PWLs) can be used to approximate any 1D function. PWLs are built with a configurable number of line segments - the more segments the more accurate the approximation. This package implements PWLs in PyTorch and as such you can optimize them using standard gradient de...
A method for the numerical integration of one-dimensional radiation transport equations for lasers is proposed, based on the search for their approximate solutions as continuous piecewise exponential functions. By this method, using only a few (2–3) space points, the energy characteristics of certai...
Binomial boundary value problems with shift for a piecewise analytic function and for a pair of functions analytic in the same domainAs is known (see Section 5) a characteristic singular integral equation with Cauchy kernel (5.9) can be reduced to an equivalent binomial boundary value problem for...
MATHEMATICAL functionsDERIVATIVES (Mathematics)NONLINEAR systemsMATHEMATICAL modelsThe problem of constructing internal approximations to solvability sets and the control synthesis problem for a piecewise linear system with control parameters and disturbances (uncertainties) are......
Tools in Julia for solving equations and optimization problems involving piecewise linear/affine functions expressed in "abs-normal form". Uses new formulations by Zhang and Khan (2024). - kamilkhanlab/abs-normal
controller design for affine fuzzy systems based on piecewise Lyapunov functions in finite-frequency domain 热度: growth of large-area 2d mos2(1-x)se2x semiconductor alloys 热度: Area-Preserving PiecewiseAffineMapping AlanSaalfeld OhioStateUniversity ...