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Approximation Methods
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Demonstrations 61  80 of 245
Solution of the Laplace Equation Using Coordinates Fitted to the Boundary Conditions
Numerical Integration Examples
Knot Vector Generation for BSpline Interpolation
3D Object Designer Using Splines
Approximating Continuous Functions with Haar Approximations
Bernstein Polynomials and Convex Bézier Sums
Pulse Fourier Approximation
Comparing Fourier Series and Fourier Transform
Finite Difference Approximations of the First Derivative of a Function
Truncation Error in Taylor Series
Approximate Area and Circumference of a Circle Using Isosceles Triangles
Checking Finite Difference Errors
Simulation of 1D Diffusion Using the Monte Carlo Method
How Loess Works
Reconstruction of the Great Wall
Approximating the Volume of a Sphere Using Cylindrical Slices
Polynomial Approximation of the Exponential Function
MultiForce Newtonian Particle Simulator
Taylor Polynomials
AnalogtoDiscrete System Conversion Using Impulse Invariance
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