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Applied Mathematics
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Demonstrations 141  160 of 815
An Introduction to Invariant Subspaces Using a Cube
The Geometry of Hermite Polynomials
Commutativity of 3D Vector Addition
Partial Sums of a Lambert Series
KTiling the Plane with a Minkowski Sum of Segments
Heavy Spring with Double Pendulum
A Continuous Analog of the 1D ThueMorse Sequence
Approximating Polar Area with Sectors
Weierstrass Approximation Theorem
Newton's Method in padic Form
RootFinding Fractals
The Discrete Cascade Algorithm
Using Eigenvalue Analysis to Rotate in 3D
Polynomial Atomic Functions for Fourier Analysis
Particle Swarm Optimization Applied to the van de Vusse Mechanism
Power Spectra for Analytic and Numerical Data
Gibbs Phenomenon in the Truncated DiscreteTime Fourier Transform of the Sinc Sequence
Fractals Generated by the Weierstrass P Function
A Domain Decomposition Method with Orthogonal Collocation
Three Vector Spaces
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