This function estiamtes the Kolmogorov Complexity of a binary sequence. The algorithm is as described in Lempel and Ziv (IEEE trans inf theory IT-22, 75 (1976)) and Kaspar and Schuster (Physical Review A, vol 36, no 2, pg 842). Input is binary sequence, output is kolmogorov complexity.
Written for undergraduate and graduate-level courses in control theory, this introductory text provides comprehensive coverage of classical and state-space approaches to control system design.
Written in Chinese, this book presents the theory of control systems with the aid of MATLAB.
For a full book description and ordering information, please refer to http://www.mathworks.com/support/books/book1743.jsp.
ToleranceFactor computes the exact tolerance factor k for the two-sided (optionally also for the one-sided) p-content and gamma-confidence tolerance interval TI = [Xmean - k * S, Xmean + k * S], where Xmean = mean(X), S = std(X), X =...
% Usage window=papouliswin(SIZE of WINDOW); % The variance of the resulting estimate is smaller than that obtained % with the known windows of the same size. % Details of the property of the window can be found in % A....
This book represents a modern and thorough treatment of classical control theory and application concepts.
For a full book description and ordering information, please refer to http://www.mathworks.com/support/books/book1292.jsp.
Performs polynomial fits that pass through a specified point (x0,y0).The application is to give a least squares fit that is 'exact' at a desired data point, e.g. an equilibrium point in a nonlinear equation of motion implemented via polynomial...
ClebschGordan(j1,j2,j,m1,m2,m) is the Clebsch-Gordan coefficient <j1,j2,m1,m2|j1,j2,j,m>. This is used in the theory of angular momentum in quantum mechanics.
Discrete-time models: random walk, ARMA, fractional integration, GARCH). Continuous-time counterparts: Levy processes, Ornstein-Uhlenbeck, fractional Brownian motion, stochastic volatility, subordination. To walk through the code and for a...
The library has been created as a part of a master's thesis (supervisor Jerzy Brzozka, Ph. D. Eng.) on simulation models of marine automatics elements by a student of Maritime University in Szczecin. It contains 35 fully configurable models useful...
This package is created with the highly appreciated theoretical help and under the supervision of Prof. DSc. Ketty Peeva.
Theoretical results and methods can be found in: 1. B. De Baets, Analytical solution methods for fuzzy...
This is a set of functions written to teach the stream programming base theory. I think that this can be useful to the programmers that don't know what the stream programing is and manage signals or (infinite) sequences of entities.
This module makes it possible to import and export vocabularies and taxonomy terms via XML, CSV, RDF and other formats.
Work is currently being done in the Drupal 6 branch to extend support for remote services - online vocabulary,...
This engineering note is the first of two parts:
Part 1 Design and Simulation. Part 2 Real-World System Realization. (Being written)
It aims at demonstrating how you may use Matlab/Simulink together with Rapid STM32...
The script steepestdescent.m optimizes a general multi variable real valued function using steepest descent method. During the iterations if optimum step length is not possible then it takes a fixed step length as 0.001. For the theory any good...
This function calculates radar cross section (RCS) of the scattering of a object using mie theory. Its accuracy is tested.
Intended for an introductory course in control systems and for the practicing engineer, the goal of this book is to present a unified treatment of conventional and modern continuous control systems, and to show how to apply the theory presented to...
2D prototype to integrate InSPIRE into Radiation Oncology treatment planning. InSPIRE is wiping clean the fields of deformable solids including computing, associated mathematics of deformation theory and optimization, radiation...
This script is capable of solving a convex quadratic programming problem by Wolf's method. For the convergence of the algorithm it is necessary that either Hessian of the objective function be positive definite or positive semidefinite Hessian...
Two 2D phase unwrapping approaches are included: 1. Phase quality guided path following method. 2. Goldstein's branch cut method.
The algorithms are described in: D. C. Ghiglia and M. D. Pritt, Two-Dimensional Phase... |