ÜBER DIESEN 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).
Hosts:
Aktualisierungshäufigkeit:
every 55 days
Durchschnittliche Audiolänge:
5 minutes
Englisch
Vereinigte Staaten
289 Folgen
seit 4. Februar 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 Echtzeit
NEUESTE FOLGEN 🔗
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)
VERGANGENE FOLGEN SUCHEN
Vorhandene Folgen von Math Mutation durchsuchen.
FRÜHERE EPISODEN 🔗
The surprisingly simple GRIM test, and how it helped to debunk the famous Cornell Pizza Studies.
(Send feedback to erik@mathmutation.com)
I discuss my experiences translating "The Revolution of Promises" by Nelson Rodriguez Chartrand.
(Send feeback to erik@mathmutation.com)
Have you used the logical method known as "proof by intimidation"?
(Send feeback to erik@mathmutation.com)
We discuss Buckminster Fuller's focus on triangles in his Synergetics.
(Send feeback to erik@mathmutation.com)
If we deny the existence of infinity, does math still work?
(Send feeback to erik@mathmutation.com)
In memory of Maurice Karnaugh, we discuss the "K-Map", a nice shortcut for desinging electronic circuits.
(Send feeback to erik@mathmutation.com)
Discussing the final decade of Blaise Pascal's life, when he decided math and physics were unworthy of study.
(Send feeback to erik@mathmutation.com)
Thanks to social media, Rubik's Cube is popular again.
(Send feeback to erik@mathmutation.com)
We discuss the famous Two Envelopes paradox, along with an unconventional solution.
(Send feeback to erik@mathmutation.com)
Rechtliche Hinweise: Der auf dieser Seite eingebettete Podcast und das Bildmaterial stammen von Erik Seligman, das Eigentum seines Eigentümers ist und nicht mit Listen Notes, Inc. verbunden ist oder von diesen unterstützt wird.
PODCAST-SUCHMASCHINE
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If I have seen further than others, it is by listening to podcasts and standing upon the shoulders of
giants.
‐ Isaac "Llamacorn" Newton
VERGANGENE FOLGEN SUCHEN
Vorhandene Folgen von Math Mutation durchsuchen.
PODCAST WIRD BEANSPRUCHT
This podcast page is claimed and managed by
@erik315
BEARBEITEN
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