Wolfram Demonstrations Project
Algebra
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Demonstrations 1 - 20 of 691
McCay-Griffiths CubicExact Sphere Representations over Platonic Solids Based on Rational Multisided Bézier PatchesReducing a 3×4 Matrix to Row-Echelon FormSpirals to the Unit Circle from Trigonometric SeriesOrthonormal Polynomials under Different Inner Product Measures
McCay-Griffiths Cubic
Exact Sphere Representations over Platonic Solids Based on Rational Multisided Bézier Patches
Reducing a 3×4 Matrix to Row-Echelon Form
Spirals to the Unit Circle from Trigonometric Series
Orthonormal Polynomials under Different Inner Product Measures
Linear Regression with Gradient DescentSmall Hadamard MatricesJulia Sets Produced by Cubic PolynomialsTorque Using Cross ProductShortest Distance between Two Skew Lines
Linear Regression with Gradient Descent
Small Hadamard Matrices
Julia Sets Produced by Cubic Polynomials
Torque Using Cross Product
Shortest Distance between Two Skew Lines
Complex Roots of Polynomials with Generalized Fibonacci CoefficientsEqual-Area Parallelograms Using DeterminantsSubstitution TilingsCompute the Euler Axis and Angle GeometricallyComposing Rotations via Hamilton Turns
Complex Roots of Polynomials with Generalized Fibonacci Coefficients
Equal-Area Parallelograms Using Determinants
Substitution Tilings
Compute the Euler Axis and Angle Geometrically
Composing Rotations via Hamilton Turns
Primes in the Heegner FieldsVieta's Formula for Quadratic PolynomialsSturm's Theorem for PolynomialsGraphs of Powers and Their ReciprocalsCircular Law for Random Matrices
Primes in the Heegner Fields
Vieta's Formula for Quadratic Polynomials
Sturm's Theorem for Polynomials
Graphs of Powers and Their Reciprocals
Circular Law for Random Matrices

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