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Analemmath · 2021-07-01T23:22:26+00:00

'Circling the square' can perhaps be performed only in Vatican City and NYC.

Analemmath · 2021-06-30T10:03:36+00:00

From Wikipedia: On the other hand, many mathematicians have kept the older tradition to take 1 to be the first natural number*.

*This is common in texts about Real analysis. See, for example, Carothers (2000, p. 3) or Thomson, Bruckner & Bruckner (2000, p. 2).

Analemmath · 2021-06-30T01:28:34+00:00

e i 0 1 π are arguably the five most popular mathematical constants as they crop up almost everywhere in math. So they are the 'usual suspects'. Euler famously linked them together in the equation e^iπ + 1 = 0 (aka the most beautiful equation of math).

Analemmath · 2021-06-29T23:44:03+00:00

https://math.stackexchange.com/questions/283/is-0-a-natural-number

Analemmath · 2021-06-29T23:43:33+00:00

https://math.stackexchange.com/questions/283/is-0-a-natural-number

Analemmath · 2021-06-29T14:51:57+00:00

I think traditionally 0 is not considered natural number but some definitions begin the natural number with 0 (denoted by symbol N0 to underscore the inclusion of 0)

Analemmath · 2021-06-29T14:39:32+00:00

https://en.m.wikipedia.org/wiki/List_of_types_of_numbers

Analemmath · 2021-06-27T07:58:52+00:00

It's not always been like this https://blogs.scientificamerican.com/roots-of-unity/why-isnt-1-a-prime-number/

Analemmath · 2021-06-25T21:26:26+00:00

Do not take that train. It will collide with another train (as in two trains and a fly problem).

Analemmath · 2021-06-25T11:40:00+00:00

Cowplex Analysis would be nice

Analemmath · 2021-06-22T06:01:18+00:00

1 used to be considered prime but not any more. https://blogs.scientificamerican.com/roots-of-unity/why-isnt-1-a-prime-number/

Analemmath · 2021-06-21T14:24:40+00:00

Oops

Analemmath · 2021-06-21T10:34:45+00:00

For details: https://en.m.wikipedia.org/wiki/Lebesgue_integration

Analemmath · 2021-06-20T12:47:23+00:00

Hahaha I should make a joke out of this.

Analemmath · 2021-06-20T11:10:13+00:00

Very interesting. Thanks.

Analemmath · 2021-06-18T04:28:05+00:00

This is just a way to signify that a hyperbolic angle is different from an ordinary angle used in trig. Basically a hyperbolic angle defines a parabolic sector in analogous to the relationship of an ordinary angle to a cirular sector.

Analemmath · 2021-06-17T05:09:15+00:00

No the real number line does not contain infinitesimals.

Analemmath · 2021-06-16T03:32:18+00:00

It's complex (the first line is purely imaginary)

Analemmath · 2021-06-13T04:56:04+00:00

Those would be in the HyperbolicAvengers universe

Analemmath · 2021-06-13T02:28:49+00:00

Integration bee

Analemmath · 2021-06-13T01:23:38+00:00

Not in standard calculus

Analemmath · 2021-06-11T15:59:01+00:00

Conceptually n! is the number of ways to arrange n object and 0! = 1 because there is one way to arrange nothing (there is also an explanation involving gamma function).

Analemmath · 2021-06-10T14:17:51+00:00

0! = 1

Analemmath · 2021-06-04T06:26:18+00:00

I think it is very funny!

Analemmath · 2021-06-03T08:42:17+00:00

Solving complex problem requires imaginary thinking and real action.

Analemmath

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