PinnedGreg OliverCubic Roots- Cardano’s Formula with the Extended Quadratic EquationFinding Cubic Polynomial roots using an abridged application of Cardano’s formula with the ‘Extended Quadratic Equation’·5 min read·Jun 10, 2022--1--1

PinnedGreg OliverinTowards AIQuintic Polynomial Roots-With ‘OSOS’ Quads and a Tricky CubicA tool-kit for finding Quintic Polynomial roots starting with ‘OSOS’ Quadratics·5 min read·Jun 28, 2022----

PinnedGreg OliverinCantor’s ParadiseDeriving the Quadratic Equation From the Roots UpSolving Quadratics using gradients at the roots·3 min read·Jan 25, 2021--1--1

PinnedGreg OliverinCantor’s ParadiseCubic Polynomials — Build Your Own From Perfect CubesExploiting Polynomial ‘Perfect Cube’ architecture to build your own function — without the usual approach of specifying all 3 roots·8 min read·Jun 27, 2021--2--2

PinnedGreg OliverinThe StartupCubic Polynomials — A Simpler ApproachAn intuitive way to find the 2nd and 3rd roots·4 min read·Apr 7, 2020----

Greg OliverinCantor’s ParadiseSimpler Quartics-Ferrari Minus The CubicsQuartic Polynomial Roots-Ferrari’s Method Without Using Cubics·5 min read·Oct 24, 2023----

Greg OliverinTowards AIQuartic Roots-Using Adapted Genetic QuadraticsDesigning Quartics-Simpler With Genetic Quadratics·5 min read·Jul 25, 2023----

Greg OliverinTowards AIQuartic Roots-Using 2 ‘Big W’ SubstitutesQuartics With ‘Big W’ Shape Substitutes For Simpler Roots vs Constant E Variations·5 min read·Jun 21, 2023----

Greg OliverinCantor’s ParadiseDesigning Cubic Polynomials Using The Genetic ArchitectureDesigning Cubics Made Easier By Substituting With Their Genetic ‘Big Dipper’ Architecture·7 min read·Jun 7, 2023----

Greg OliverinTowards AICubic Polynomial Roots — With Big Dipper SubstitutesSubstituting Cubics With Their Genetic Infrastructure To Find Roots·6 min read·May 14, 2023----