## Problem 6 1988 Math Olympiad

Research Links Google: problem 6 1988 olympiad PDF: A Solution to 1988 IMO Question 6 Wikipedia: Vieta's formulas PDF: Vieta Jumping Example problems Vieta Root Jumping

## SHA 256 Secure Hashing Algorithm

Research Links Wikipedia: SHA256 pseudocode Mining BitCoin with Excel SpreadSheet Google: sha-256 hash excel Excel VBA で SHA256 Files VB6: SHA2 Excel SpreadSheet: BitCoin Mining

## Intersecting Chord Theorem

This video sets out a puzzle that uses the intersecting chord theorem to solve. Which led me to a couple of basic geometric properties that I did not explicitly know. Wikipedia:Intersecting Chord Theorem Wikipedia: Inscribed Angle

## Dandelin spheres -Conic Sections Proof of Circle Ellipse Parabola Hyperbola

Dandelin spheres are a geometric construct that make it easy to prove properties of conic sections. This case proves the properties of an ellipse

## Lune Of Hippocrates – Famous Ancient Math Problem

Hippocrates of Chios solved this, nearly 100 years before Euclid even wrote The Elements, and before we knew the exact formula for the area of a circle. This is said to be the first precise mathematical of the area between two curved lines. Learn how he solved for the area Read more…

## Visualizing the Riemann zeta function and analytic continuation

This function is famously confusing outside its "domain of convergence", but a certain visualization sheds light on how it extends.   Research Links Wikipedia: Proof of the Euler product formula for the Riemann zeta function PDF: Zeros of the Riemann Zeta Function – Jin Gyu Lee Google: The Riemann zeta-function : theory Read more…

## Freeman Dyson – Web of Stories – Life Stories of Remarkable People

American-British physicist and mathematician, Freeman Dyson, was born in 1923. He is known for his achievements in solid state physics, nuclear engineering and quantum field theory. Interview PlayList 157 videos Research Links Cours d'analyse de l'École polytechnique An Elementary Treatise On Differential Equations by Piaggio,H.T.H. The Quantum Theory Of Radiation Read more…