Wolfram Demonstrations Project
Bruce Atwood (Beloit College)
Demonstrations 1 - 15 of 15
Convolution SumProjection into Spaces Generated by Haar and Daubechies Scaling FunctionsAdaptive Monte Carlo IntegrationThe Polar PlanimeterReconstructing a Sampled Signal Using Interpolation
Convolution Sum
Projection into Spaces Generated by Haar and Daubechies Scaling Functions
Adaptive Monte Carlo Integration
The Polar Planimeter
Reconstructing a Sampled Signal Using Interpolation
Balancing a Can on Its EdgeBootstrap Percentile Confidence IntervalsPower Curve of a Mean TestApproximating Continuous Functions with Haar ApproximationsSliding to the Fermat Point
Balancing a Can on Its Edge
Bootstrap Percentile Confidence Intervals
Power Curve of a Mean Test
Approximating Continuous Functions with Haar Approximations
Sliding to the Fermat Point
Wavelet Shrinkage DenoisingFilling a Container Defined by a CurveSqueeze TheoremSigned Area of a PolygonSpinning Out Sine and Cosine
Wavelet Shrinkage Denoising
Filling a Container Defined by a Curve
Squeeze Theorem
Signed Area of a Polygon
Spinning Out Sine and Cosine

 
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