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MATLAB图形用户界面的布局管理器s
Toolbox containing files and app from Numerical Computing with MATLAB
GWO is a novel meta-heuristic algorithm for global optimization
A toolbox to perform computations on graph.
Geometric computing library for 3D shapes: meshes, points, lines, planes...
With Trelea, Common, and Clerc types along with ...
Numerical derivative of an analytically supplied function, also gradient, Jacobian & Hessian
Interactive app to study a given first order ODE
Implementation of a PSO algorithm with the same syntax as the Genetic Algorithm Toolbox.
Model 2-d surfaces from scattered data
MATLAB files for Exercises Solving ODEs in MATLAB
concatenate vectors with different lengths by padding with NaN
Computes the Legendre-Gauss weights and nodes for solving definite integrals.
MATLAB implementation of ACO for Discrete and Combinatorial Optimization Problems
Numerical computation with functions
The Jacobi and Gauss-Seidel Iterative Methods
The Simpson's rule uses parabolic arcs instead of the straight lines used in the trapezoidal rule
Dijstra解决最短路径的算法problem.
Useful functions for geometry processing, constrainted optimization and image processing.
Enhancement of Vessel/ridge like structures in 2D/3D image using hessian eigen values
Realization of alogrithm of chaos detection by determining Lyapunov exponents.
Exports 2D/3D image volume, vector field, surface, lines, polygons, etc. to ParaView
28 functions for different tasks of graph theory
Zernike polynomials and functions (orthogonal basis on the unit circle).
Calculates the local radius of curvature as well as the cumulative arc length and the curvature vector along a 1D curve in 2D or 3D space
Apps from Experiments with MATLAB
MatlabBGL provides robust and efficient graph algorithms for Matlab using native data structures.
Generate unstructured meshes for general two-dimensional geometries.
对多维执行多项式回归data.
FFT computes PSD and one sided amplitude spectrum Y[f] of 1d signal
Implementation of Gauss Seidel Power Flow Solution in MATLAB
Script for Newton's Interpolation formula.
The modal parameters of a line-like structure are automatically identified using an SSI-COV algorithm applied to ambient vibration data
Solve the scattering of electromagnetic radiation by a sphere or multiple cylinders.
Suite of tools to compute minimal bounding circles, rectangles, triangles, spheres, incircles, etc.
Permutations with repetition, all or a subset
Geometry library for matlab. Performs geometric computations on points, lines, circles, polygons...
A standard Cuckoo Search is implemented, which is very efficient. There are three versions now.
This code solves the Blasius equation (third-order ordinary differential equation) for boundary layer flow over a flat plate.
2D phase unwrapping algorithm based on the Transport of Intensity Equation(TIE) and unwrapped phase correction.
Demo files from the 2010 webinar "Global Optimization with MATLAB Products"
Ordinary Kriging Interpolation
Test if 3d points are inside a mesh. Or, voxelise a mask from a surface. Mesh can be non-convex too!
solves ode using 4th order Runge Kutta method
Fractal dimension using the 'box-counting' method for 1D, 2D and 3D sets
Load map, extract connectivity, plot road network & find shortest paths from OpenStreetMap XML file.
This is a Numerical Solution for the Blasius Equation
Fit polynomial p to data, but match exactly at one or more points
A toolbox for the computation of the Fast Marching algorithm in 2D and 3D.
The Lorenz attractor visualization
Find vertex or (in)equality forms of convex polyhedra in R^n (for n not super large). Also, compute their intersections and unions.
Compute spherical harmonic functions.
Computes an integral "I" via Simpson's rule in the interval [a,b] with n+1 equally spaced points
Orthogonal Matching Pursuit (OMP) and Compressive Sampling Matched Pursuit (CoSaMP).
Orthogonal Matching Pursuit Algorithm (OMP) is a greedy compressed sensing recovery algorithm.
Finds the zeros of besselj and bessely in an ordered fashion. No zeros are missed.
For analysis of hybrid system modeling.
The implementation of shooting method. It uses the interval bisection and Runge-Kutta method.
Fit data to a Voigt model.
Efficient test for points inside a convex hull in n dimensions
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