Wolfram Demonstrations Project
Applied Mathematics
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Demonstrations 121 - 140 of 613
Representation of Spinors by Two-Dimensional Complex RotationsA Graphically Enhanced Method for Computing Real Roots of Nonlinear FunctionsLloyd Relaxation of Voronoi DiagramsIterations of Some Algorithms for Unconstrained Local OptimizationStirling's Approximation versus n!
Representation of Spinors by Two-Dimensional Complex Rotations
A Graphically Enhanced Method for Computing Real Roots of Nonlinear Functions
Lloyd Relaxation of Voronoi Diagrams
Iterations of Some Algorithms for Unconstrained Local Optimization
Stirling's Approximation versus n!
Euler-Maclaurin Summation FormulaArc Length and Polygonal ApproximationsMaximizing the Volume of a Cup Made from a Square Sheet of Paper IIIGraceful GraphsGenerating 3D Figures with a Given Symmetry Group
Euler-Maclaurin Summation Formula
Arc Length and Polygonal Approximations
Maximizing the Volume of a Cup Made from a Square Sheet of Paper III
Graceful Graphs
Generating 3D Figures with a Given Symmetry Group
Primitive Pythagorean Triples 4: Ordered Tree MatricesGreedy Algorithms for a Minimum Spanning TreeSolution to Differential Equations Using Discrete Green's Function and Duhamel's MethodsTube in a CubeFive Points Determine a Conic Section
Primitive Pythagorean Triples 4: Ordered Tree Matrices
Greedy Algorithms for a Minimum Spanning Tree
Solution to Differential Equations Using Discrete Green's Function and Duhamel's Methods
Tube in a Cube
Five Points Determine a Conic Section
Packing Squares with TrianglesFree Precession of a Rotating Rigid BodySolution of the Laplace Equation Using Coordinates Fitted to the Boundary ConditionsSurface of Revolution from WaveletsImage Kernels and Convolution (Linear Filtering)
Packing Squares with Triangles
Free Precession of a Rotating Rigid Body
Solution of the Laplace Equation Using Coordinates Fitted to the Boundary Conditions
Surface of Revolution from Wavelets
Image Kernels and Convolution (Linear Filtering)

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