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Approximation Methods
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Demonstrations 1 - 20 of 231
Absorption in a Falling Thin Liquid Film at Low Reynolds NumbersAutoregressive Moving-Average GeneratorThe Pigford ProblemCalculating the Area of a Country Using Green's TheoremThe Asynchronous Leapfrog Method as a Stiff ODE Solver
Absorption in a Falling Thin Liquid Film at Low Reynolds Numbers
New this month
Autoregressive Moving-Average Generator
New this month
The Pigford Problem
Updated this month
Calculating the Area of a Country Using Green's Theorem
New this month
The Asynchronous Leapfrog Method as a Stiff ODE Solver
New this month
Runge's PhenomenonAn Algorithm to Compute Square Roots of IntegersSolving the Hole in the Square Problem with a Neural NetworkTwo-Dimensional Integrals Using the Monte Carlo MethodMinimum of a Function Using the Fibonacci Sequence
Runge's Phenomenon
An Algorithm to Compute Square Roots of Integers
Solving the Hole in the Square Problem with a Neural Network
Two-Dimensional Integrals Using the Monte Carlo Method
Minimum of a Function Using the Fibonacci Sequence
Nonlinearized Motion of a Simple PendulumBoundary Value Problem Using Galerkin's MethodHill-Climbing AlgorithmGUM versus Exact Uncertainty of sin(x) and cos(x) When x Is Normally DistributedTransient Two-Dimensional Heat Conduction Using Chebyshev Collocation
Nonlinearized Motion of a Simple Pendulum
Boundary Value Problem Using Galerkin's Method
Hill-Climbing Algorithm
GUM versus Exact Uncertainty of sin(x) and cos(x) When x Is Normally Distributed
Transient Two-Dimensional Heat Conduction Using Chebyshev Collocation
Runge-Kutta versus Velocity-Verlet Solutions for the Classical Harmonic OscillatorEigenstates of the Quantum Harmonic Oscillator Using Spectral MethodsEstimating the Local Mean FunctionNomogram for the Geometric MeanApproximating the Derivatives of a Function Using Chebyshev-Gauss-Lobatto Points
Runge-Kutta versus Velocity-Verlet Solutions for the Classical Harmonic Oscillator
Eigenstates of the Quantum Harmonic Oscillator Using Spectral Methods
Estimating the Local Mean Function
Nomogram for the Geometric Mean
Approximating the Derivatives of a Function Using Chebyshev-Gauss-Lobatto Points

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