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Logarithm of a matrix
Lecture Notes in One File
Introduction to Quantum Field Theory
Journal of Computational and Applied Mathematics Exponentials of Skew
The Exponential Map for the Group of Similarity Transformations and Applications to Motion Interpolation
Linear Algebra Review
Arxiv:2004.07192V2 [Quant-Ph] 14 May 2021
Randomized Linear Algebra Approaches to Estimate the Von Neumann Entropy of Density Matrices
Computing Real Square Roots of a Real Matrix* LINEAR ALGEBRA
Floquet Theory for Time Scales and Putzer Representations of Matrix Logarithms
Fast Computation of Von Neumann Entropy for Large-Scale Graphs Via Quadratic Approximations
Logarithms and Square Roots of Real Matrices Existence, Uniqueness, and Applications in Medical Imaging
Bayesian Inference of Log Determinants
Means and Averaging in the Group of Rotations∗
Chapter 22 Tensor Algebras, Symmetric Algebras and Exterior
Bayesian Inference of Log Determinants
Computing Exponentials of Skew-Symmetric Matrices and Logarithms of Orthogonal Matrices
Logarithms and Exponentials in Banach Algebras Raymond Mortini, Rudolf Rupp
Entanglement Entropy of a One-Dimensional Scalar Field
Top View
Matrix Functions: a Short Course Higham, Nicholas J. and Lijing, Lin
On Computing Real Logarithms for Matrices In
Computing Real Logarithm of a Real Matrix
On the Use of Functional Calculus for Phase-Type and Related Distributions
On Computation of Matrix Logarithm Times a Vector
Differential Galois Theory Through Riemann-Hilbert Correspondence an Elementary Introduction
Logarithms and Square Roots of Real Matrices
Linear Algebra Refs 2012
Matrix Inverse Trigonometric and Inverse Hyperbolic Functions: Theory and Algorithms
On the Existence and Uniqueness of the Real Logarithm of a Matrix
An Improved Taylor Algorithm for Computing the Matrix Logarithm
Module Syllabus
Entropic Trace Estimates for Log Determinants
LOGARITHMS and EXPONENTIALS in BANACH ALGEBRAS 3 and Consider the Set O = {T ∈ [0, 1[: Φ(T) ∈ Exp B}
Solvability of Matrix-Exponential Equations
Approximating the Logarithm of a Matrix to Specified Accuracy∗
Identification of Nonlinear Systems Using the Infinitesimal Generator of the Koopman Semigroup—A Numerical Implementation of T
Arxiv:1704.07223V1 [Cs.NA] 24 Apr 2017