Wolfram Demonstrations Project
Approximation Methods
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Demonstrations 181 - 200 of 228
Bisection MethodApproximating Pi by the Monte Carlo MethodStudent's t-DistributionApproximation of Discontinuous Functions by Fourier SeriesThe Arcsine Transformation of a Binomial Random Variable
Bisection Method
Approximating Pi by the Monte Carlo Method
Student's t-Distribution
Approximation of Discontinuous Functions by Fourier Series
The Arcsine Transformation of a Binomial Random Variable
Finding Roots Using Binary or Interpolation SearchB-Spline Basis FunctionsAuto-Regressive Simulation (Second-Order)Learning Newton's MethodAutoregressive Moving-Average Simulation (First Order)
Finding Roots Using Binary or Interpolation Search
B-Spline Basis Functions
Auto-Regressive Simulation (Second-Order)
Learning Newton's Method
Autoregressive Moving-Average Simulation (First Order)
Tangent Planes to Quadratic SurfacesFourier Series of Simple FunctionsBinomial Approximation to a Poisson Random VariableOrthogonality of Two Functions with Weighted Inner ProductsBinomial Approximation to a Hypergeometric Random Variable
Tangent Planes to Quadratic Surfaces
Fourier Series of Simple Functions
Binomial Approximation to a Poisson Random Variable
Orthogonality of Two Functions with Weighted Inner Products
Binomial Approximation to a Hypergeometric Random Variable
Normal Approximation to a Poisson Random VariableMultidimensional ScalingArc Length ApproximationContinued Fraction Approximationsq-Bézier Curves
Normal Approximation to a Poisson Random Variable
Multidimensional Scaling
Arc Length Approximation
Continued Fraction Approximations
q-Bézier Curves

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