INSPIRE

Solving the Matrix Exponential Function for Special Orthogonal Groups SO(n) up to n = 9 and the Exceptional Lie Group G

In this work the matrix exponential function is solved analytically for the special orthogonal groups up to . The number of occurring k-th matrix powers gets limited to by exploiting the ...
GitHub

No matrix exponential function similar to "scipy.linalg.expm"

i noticed it is not present the matrix exponential function, similar to "scipy.linalg.expm". It is present the cupy.exp function, which calculates the exponential of each matrix element, but there is ...
IEEE

Exponential Signal Reconstruction With Deep Hankel Matrix Factorization

Abstract: Exponential function is a basic form of temporal signals, and how to fast acquire this signal is one of the fundamental problems and frontiers in signal processing. To achieve this goal, ...
Microsoft

Inverse exponential decay: Stochastic fixed point equation and ARMA models

We study solutions to the stochastic fixed point equation $X\stackrel{d}{=}AX+B$ when the coefficients are nonnegative and $B$ is an “inverse exponential decay ...
Scientific Research Publishing

Gamma-Generalized Inverse Gaussian Class of Distributions ()

Gamma distribution nests exponential, chi-squared and Erlang distributions; while generalized Inverse Gaussian distribution nests quite a number of distributions. The aim of this paper is to construct ...
Europe PMC

Optical rectification and absorption coefficients studied by a short-range topless exponential potential well with inverse square root.

A topless potential energy with inverse square root is introduced to solve the energy spectrum equations and the bound state wave functions of the static Schrödinger equation by coordinate variation ...