Media Summary: ... sandpile animation Code for this episode: The Josephus Problem, featuring Daniel Erman from University of Wisconsin-Madison. Winning at Dots and Boxes: ... Check out Brilliant (and get 20% off their premium service):

Sandpiles Numberphile - Detailed Analysis & Overview

... sandpile animation Code for this episode: The Josephus Problem, featuring Daniel Erman from University of Wisconsin-Madison. Winning at Dots and Boxes: ... Check out Brilliant (and get 20% off their premium service): Fun with toothpicks. Featuring Neil Sloane. More links & stuff in full description below ↓↓↓ Neil Sloane is the founder of the ... Binge on learning at The Great Courses Plus: The Feigenbaum Constant and Logistic Map - featuring ... The famed Kakeya Needle Problem, discussed by Charles Fefferman from Princeton University. More links & stuff in full ...

The Great Courses Plus (1-month free trial): More links & stuff in full description below ↓↓↓ Dr James ... Farey Sequences, Ford Circles and a strange addition sign... Featuring Francis Bonahon from the University of Southern ... The silver ratio (and other metals) with Tony Padilla. More links & stuff in full description below ↓↓↓ Golden editions are sold out ... Dr James Grime on the epic Skewes' Number. Lynda free trial (worth a look): Featuring Professor David Eisenbud discussing numerical semigroups. More links & stuff in full description below ↓↓↓ Also ...

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Sandpiles - Numberphile
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Sloane's Gap - Numberphile
The Josephus Problem - Numberphile
The Slightly Spooky Recamán Sequence - Numberphile
Terrific Toothpick Patterns - Numberphile
The Feigenbaum Constant (4.669)  - Numberphile
Kakeya's Needle Problem  - Numberphile
Penney's Game - Numberphile
Funny Fractions and Ford Circles - Numberphile
The Silver Ratio - Numberphile
Skewes' Massive Number - Numberphile
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Sandpiles - Numberphile

Sandpiles - Numberphile

Luis David Garcia-Puente discusses

sandpiles!

sandpiles!

... sandpile animation Code for this episode: https://github.com/tangentstorm/j-talks/tree/master/s1/e2-

Sloane's Gap - Numberphile

Sloane's Gap - Numberphile

Thanks to http://www.audible.com/

The Josephus Problem - Numberphile

The Josephus Problem - Numberphile

The Josephus Problem, featuring Daniel Erman from University of Wisconsin-Madison. Winning at Dots and Boxes: ...

The Slightly Spooky Recamán Sequence - Numberphile

The Slightly Spooky Recamán Sequence - Numberphile

Check out Brilliant (and get 20% off their premium service): https://brilliant.org/

Terrific Toothpick Patterns - Numberphile

Terrific Toothpick Patterns - Numberphile

Fun with toothpicks. Featuring Neil Sloane. More links & stuff in full description below ↓↓↓ Neil Sloane is the founder of the ...

The Feigenbaum Constant (4.669)  - Numberphile

The Feigenbaum Constant (4.669) - Numberphile

Binge on learning at The Great Courses Plus: http://ow.ly/Z5yR307LfxY The Feigenbaum Constant and Logistic Map - featuring ...

Kakeya's Needle Problem  - Numberphile

Kakeya's Needle Problem - Numberphile

The famed Kakeya Needle Problem, discussed by Charles Fefferman from Princeton University. More links & stuff in full ...

Penney's Game - Numberphile

Penney's Game - Numberphile

The Great Courses Plus (1-month free trial): http://ow.ly/1qVK302dufQ More links & stuff in full description below ↓↓↓ Dr James ...

Funny Fractions and Ford Circles - Numberphile

Funny Fractions and Ford Circles - Numberphile

Farey Sequences, Ford Circles and a strange addition sign... Featuring Francis Bonahon from the University of Southern ...

The Silver Ratio - Numberphile

The Silver Ratio - Numberphile

The silver ratio (and other metals) with Tony Padilla. More links & stuff in full description below ↓↓↓ Golden editions are sold out ...

Skewes' Massive Number - Numberphile

Skewes' Massive Number - Numberphile

Dr James Grime on the epic Skewes' Number. Lynda free trial (worth a look): http://www.lynda.com/

The Frobenius Problem (and numerical semigroups) - Numberphile

The Frobenius Problem (and numerical semigroups) - Numberphile

Featuring Professor David Eisenbud discussing numerical semigroups. More links & stuff in full description below ↓↓↓ Also ...