Wolfram Demonstrations Project
Approximation Methods
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Demonstrations 61 - 80 of 227
de Casteljau Algorithm for a Tensor-Product Bézier SurfaceApproximating Spheres with BoxesApproximating Circles with PixelsObtuse Angle Shadowing Networks and Distance-Based InterpolationFinite Difference Scheme for the Heat Equation
de Casteljau Algorithm for a Tensor-Product Bézier Surface
Approximating Spheres with Boxes
Approximating Circles with Pixels
Obtuse Angle Shadowing Networks and Distance-Based Interpolation
Finite Difference Scheme for the Heat Equation
Comparing Iterative Root-Finding MethodsComparing Leapfrog Methods with Other Numerical Methods for Differential EquationsIntegrating across SingularitiesTiling a Path with a Single Trapezoid along a Given CurveCharacteristic Times in Accumulation and Decay
Comparing Iterative Root-Finding Methods
Comparing Leapfrog Methods with Other Numerical Methods for Differential Equations
Integrating across Singularities
Tiling a Path with a Single Trapezoid along a Given Curve
Characteristic Times in Accumulation and Decay
Optimal Parameterization of Rational Quadratic CurvesAbsolute Stability of an Integration MethodSimulation of 3D Diffusion Using the Monte Carlo MethodSubdivision Algorithm for Bézier CurvesRaising the Degree for Bézier Curves
Optimal Parameterization of Rational Quadratic Curves
Absolute Stability of an Integration Method
Simulation of 3D Diffusion Using the Monte Carlo Method
Subdivision Algorithm for Bézier Curves
Raising the Degree for Bézier Curves
Variation Diminishing Property for Bézier CurvesSemenov's Algorithm for Solving Systems of Nonlinear EquationsBounce Time for a Bouncing BallGlobal and Local Errors in Runge-Kutta MethodsXFT: An Improved Fast Fourier Transform
Variation Diminishing Property for Bézier Curves
Semenov's Algorithm for Solving Systems of Nonlinear Equations
Bounce Time for a Bouncing Ball
Global and Local Errors in Runge-Kutta Methods
XFT: An Improved Fast Fourier Transform

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