Greg Oliver – Medium

Greg Oliver

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Cubic Roots- Cardano’s Formula with the Extended Quadratic Equation

Finding Cubic Polynomial roots using an abridged application of Cardano’s formula with the ‘Extended Quadratic Equation’

Jun 10, 2022

Cubic Roots- Cardano’s Formula with the Extended Quadratic Equation

Jun 10, 2022

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Towards AI

Quintic Polynomial Roots-With ‘OSOS’ Quads and a Tricky Cubic

A tool-kit for finding Quintic Polynomial roots starting with ‘OSOS’ Quadratics

Jun 28, 2022

Quintic Polynomial Roots-With ‘OSOS’ Quads and a Tricky Cubic

Jun 28, 2022

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Cantor’s Paradise

Deriving the Quadratic Equation From the Roots Up

Solving Quadratics using gradients at the roots

Jan 25, 2021

Deriving the Quadratic Equation From the Roots Up

Jan 25, 2021

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Cantor’s Paradise

Cubic Polynomials — Build Your Own From Perfect Cubes

Exploiting Polynomial ‘Perfect Cube’ architecture to build your own function — without the usual approach of specifying all 3 roots

Jun 27, 2021

Cubic Polynomials — Build Your Own From Perfect Cubes

Jun 27, 2021

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The Startup

Cubic Polynomials — A Simpler Approach

An intuitive way to find the 2nd and 3rd roots

Apr 7, 2020

Apr 7, 2020

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Puzzle Sphere

Where Do Tp’s - B and C Converge?

With Increasing x Coefficient D Where Do The Turning Points Meet then Poof, Disappear?

Dec 5

Where Do Tp’s - B and C Converge?

Dec 5

Published in
Puzzle Sphere

Can You Derive the ‘Extended Quadratic Equation’?

And Find The Remaining 2 roots of Any Order Polynomial

Nov 29

Nov 29

Published in
Puzzle Sphere

Can You Derive the Quadratic Equation From the Roots Up?

The Quadratic Equation Has Been Around For a While But Have You Thought of Different Ways to Derive it?

Nov 28

Can You Derive the Quadratic Equation From the Roots Up?

Nov 28

Published in
Towards AI

Cubic Roots-Fit a Quadratic Between a Turning and Mid-Point!

A Root Approximation Tool Kit Mixing and Matching Polynomial Architectures

Nov 16

Cubic Roots-Fit a Quadratic Between a Turning and Mid-Point!

Nov 16

Published in
Towards AI

Two More Quartic Genetic Polynomial Ratios To Help Design Your Own!

An Alternative Approach To Quartic Design Using Two Genetic Ratios In The Architecture — Comprising Sq Root[2] and Sq Rt[3]

Oct 16

Two More Quartic Genetic Polynomial Ratios To Help Design Your Own!

Oct 16

Greg Oliver

Greg Oliver

Melbourne Australia - retired engineer with a "Maths is Graphs" architectural approach to understanding functions.

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