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Applied Mathematics
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Fitting a Powered Exponential Autocorrelation: Alternatives to Maximum Likelihood via Conjugate Gradient Linear SolversReducing a 3×4 Matrix to Row-Echelon FormPlotting the Trivial and Critical Zeros of the Riemann Zeta FunctionOrthonormal Polynomials under Different Inner Product MeasuresLinear Regression with Gradient Descent
Fitting a Powered Exponential Autocorrelation: Alternatives to Maximum Likelihood via Conjugate Gradient Linear Solvers
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Reducing a 3×4 Matrix to Row-Echelon Form
Plotting the Trivial and Critical Zeros of the Riemann Zeta Function
Orthonormal Polynomials under Different Inner Product Measures
Linear Regression with Gradient Descent
Kronig-Penney Model with Mathieu FunctionsSalzer's Method for Numerical Evaluation of Inverse Laplace Transform Involving a Bessel FunctionFourier Series Approximations to Roots of UnitySmall Hadamard MatricesFourier Series Approximation to Equilateral Triangle
Kronig-Penney Model with Mathieu Functions
Salzer's Method for Numerical Evaluation of Inverse Laplace Transform Involving a Bessel Function
Fourier Series Approximations to Roots of Unity
Small Hadamard Matrices
Fourier Series Approximation to Equilateral Triangle
Shortest Distance between Two Skew LinesApproximating Pi Using Inscribed and Circumscribed Circles of Regular PolygonsEqual-Area Parallelograms Using DeterminantsNewton's MethodPlots of Zernike Polynomials
Shortest Distance between Two Skew Lines
Approximating Pi Using Inscribed and Circumscribed Circles of Regular Polygons
Equal-Area Parallelograms Using Determinants
Newton's Method
Plots of Zernike Polynomials
The Wire ProblemMinimizing the Time for a Dog to Fetch a Ball in WaterCurvature Extrema for Constrained Bézier CurvesApproximating the Derivative by the Symmetric Difference QuotientFinding Real-Number Approximants by Direct Methods
The Wire Problem
Minimizing the Time for a Dog to Fetch a Ball in Water
Curvature Extrema for Constrained Bézier Curves
Approximating the Derivative by the Symmetric Difference Quotient
Finding Real-Number Approximants by Direct Methods

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