Wolfram Demonstrations Project
Approximation Methods
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Demonstrations 81 - 100 of 227
XFT2D: A 2D Fast Fourier TransformEuler's Method for the Exponential FunctionUsing Sampled Data to Estimate Derivatives, Integrals, and Interpolated ValuesFind a Formula for PiScanning Electrochemical Microscopy: Fitting Rg with Negative Feedback Curve
XFT2D: A 2D Fast Fourier Transform
Euler's Method for the Exponential Function
Using Sampled Data to Estimate Derivatives, Integrals, and Interpolated Values
Find a Formula for Pi
Scanning Electrochemical Microscopy: Fitting Rg with Negative Feedback Curve
Construction of a Bézier CurveCaustics on Spline CurvesWagon Wheel Approximation of PiMeshless ApproximationJacobi Polynomials in an Orthogonal Collocation Method
Construction of a Bézier Curve
Caustics on Spline Curves
Wagon Wheel Approximation of Pi
Meshless Approximation
Jacobi Polynomials in an Orthogonal Collocation Method
Unsteady-State Evaporation in an Infinite TubeThe Pigford ProblemRelaxation Methods for Solving the Laplace EquationAsymptotic ExpansionsInvestigating Limits Numerically
Unsteady-State Evaporation in an Infinite Tube
The Pigford Problem
Relaxation Methods for Solving the Laplace Equation
Asymptotic Expansions
Investigating Limits Numerically
Interpolating B-Spline Curves with Boundary ConditionsShaping a Tubular B-Spline SurfaceApproximating the Tangent to a Curve with SecantsPower Series Interval of ConvergenceThe Tangent Line Problem
Interpolating B-Spline Curves with Boundary Conditions
Shaping a Tubular B-Spline Surface
Approximating the Tangent to a Curve with Secants
Power Series Interval of Convergence
The Tangent Line Problem

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