Interesting Mathematics

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Unbeliever
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Interesting Mathematics

Post by Unbeliever »

I don't know why I've never come across this before, but I just found out that Paul Erdos's name for God was "the Supreme Fascist"! 🤓
Erdos was one of the most, if not *the* most, prolific mathematicians of the 20th century.
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Cassia
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Re: Interesting Mathematics

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Unbeliever wrote: Thu Mar 12, 2026 5:05 am I don't know why I've never come across this before, but I just found out that Paul Erdos's name for God was "the Supreme Fascist"! 🤓
Erdos was one of the most, if not *the* most, prolific mathematicians of the 20th century.
The question is, why did he accept a fascist as his god? Intelligence comes in many forms. There is some sort of cognitive ability missing in the minds of myth believers.
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Re: Interesting Mathematics

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Well, I doubt that he actually believed in any God.
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Cassia
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Re: Interesting Mathematics

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Unbeliever wrote: Fri Mar 13, 2026 6:12 am Well, I doubt that he actually believed in any God.
Well, that's good because plenty of real fascists, past and present, truly believe in a supreme fascist god.
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Re: Interesting Mathematics

Post by Unbeliever »

Today isn't just Pi Day, it's also the birthday of Albert Einstein! 🥳 🎂
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theantithesis
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Re: Interesting Mathematics

Post by theantithesis »

Pienstein?
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Cassia
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Re: Interesting Mathematics

Post by Cassia »

We should have an "e" day as well. "Euler’s Number" (approx. 2.71828) was discovered by Swiss mathematician Jacob Bernoulli in 1683 while studying a compound interest problem. It is named "Euler’s Number" after Leonhard Euler, who later popularized its use. It defines continuous growth processes, where the rate of change is proportional to the current value, and boy did us electrical engineers become intimately familiar with it.
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Re: Interesting Mathematics

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Why are there square numbers and cubic numbers but no circular numbers or spherical numbers? 🤔
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Cassia
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Re: Interesting Mathematics

Post by Cassia »

Unbeliever wrote: Sun Apr 05, 2026 11:38 pm Why are there square numbers and cubic numbers but no circular numbers or spherical numbers? 🤔
There are "circular numbers" which are a special case of prime numbers. I also consider the imaginary plane used to do sinusoidal math to be "circular" in nature because they are periodic and cyclical in nature.

Um….I was going to say the same thing…..kinda.
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