INFORMAZIONI SU QUESTO PODCAST 🔗
Welcome to Math Mutation, a podcast for people of all ages where we discuss fun, interesting, or just plain weird corners of mathematics that you would not have heard in school.(Feedback email erik@mathmutation.com).
Conduttori:
Frequenza di aggiornamento:
every 55 days
Durata media dell'audio:
5 minutes
Inglese
Stati Uniti
289 episodi
da 04 Febbraio 2007
episodic
AUDIENCE OF THIS PODCAST 🔗
~61.54% of listeners are from Ireland.
🇮🇪
IE
61.54%
🇺🇸
US
20.76%
🇰🇪
KE
11.11%
🇪🇸
ES
1.46%
🇨🇦
CA
1.16%
🇿🇦
ZA
0.73%
🇬🇧
GB
0.58%
🇯🇵
JP
0.43%
🇧🇷
BR
0.29%
🇮🇳
IN
0.29%
🇻🇳
VN
0.29%
🇳🇿
NZ
0.29%
🇭🇰
HK
0.29%
🇸🇪
SE
0.14%
🇩🇪
DE
0.14%
🇮🇩
ID
0.14%
🇸🇬
SG
0.14%
🇿🇲
ZM
0.14%
Others
0.08%
* Data source: directly measured on Listen Notes. in tempo reale
ULTIMO EPISODIO 🔗
Earlier this year, after half a century of searching by many talented mathematicians, an amateur finally discovered an aperiodic monotile.
(Send feedback to erik@mathmutation.com)
CERCA TRA GLI EPISODI PASSATI
Cerca gli episodi passati di Math Mutation.
EPISODI PRECEDENTI 🔗
The surprisingly simple GRIM test, and how it helped to debunk the famous Cornell Pizza Studies.
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I discuss my experiences translating "The Revolution of Promises" by Nelson Rodriguez Chartrand.
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Have you used the logical method known as "proof by intimidation"?
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We discuss Buckminster Fuller's focus on triangles in his Synergetics.
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If we deny the existence of infinity, does math still work?
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In memory of Maurice Karnaugh, we discuss the "K-Map", a nice shortcut for desinging electronic circuits.
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Discussing the final decade of Blaise Pascal's life, when he decided math and physics were unworthy of study.
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Thanks to social media, Rubik's Cube is popular again.
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We discuss the famous Two Envelopes paradox, along with an unconventional solution.
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Dichiarazione di non responsabilità: Il podcast e la grafica incorporati in questa pagina provengono da Erik Seligman, che è di proprietà del suo proprietario e non è affiliato o approvato da Listen Notes, Inc.
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