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chestervonwinch · 2017-03-29 11:28:22+00:00

To which theorem do you refer ...?

MereInterest | karma 9282 | avg karma 4.31 · | 2019-03-20 02:48:42

Is there a name for this theorem? I'd be interested in reading more about it.

blueprint | karma 243 | avg karma 0.25 · | 2022-08-14 08:25:36

What theorem is he talking about though?

feanaro | karma 4052 | avg karma 2.33 · | 2018-11-16 08:26:52+00:00

Do you have a more precise citation of this theorem? I'm curious.

falcor84 | karma 4535 | avg karma 2.33 · | 2020-11-07 18:37:41

Is there a particular theorem that you're invoking here?

Yoric | karma 6014 | avg karma 2.98 · | 2020-08-16 16:27:42+00:00

I wasn't aware of this theorem, thanks!

strbean | karma 1442 | avg karma 2.26 · | 2019-12-18 00:57:22+00:00

Out of curiosity, could you give some examples of such theorems?

petters | karma 2440 | avg karma 2.85 · | 2017-04-11 13:04:44+00:00

Sorry, I misread the theorem earlier. Thanks!

martincmartin | karma 7316 | avg karma 8.6 · | 2022-10-17 13:36:16

Yes, this is in the definition of theorems().

benrbray | karma 3898 | avg karma 5.13 · | 2021-04-29 06:37:32

You're thinking of "theorem".

mcmoor | karma 445 | avg karma 1.42 · | 2024-02-05 17:43:01

This should be a named theorem

toxik | karma 6231 | avg karma 3.4 · | 2021-03-25 09:00:26+00:00

Is that a theorem?

naasking | karma 11844 | avg karma 1.61 · | 2018-06-02 15:17:21

I honestly don't follow your first claim or how it has any bearing on this question. Perhaps you could provide a link to the actual theorem you're describing to clarify.

JH-Lee | karma 1 | avg karma 1.0 · | 2017-07-10 04:59:20+00:00

Can you provide an example and explanation of rule 2 on page 9? I understand about Theorem 1.

munchler | karma 1996 | avg karma 4.08 · | 2021-07-29 09:13:47

Which is why this is known as the "fundamental theorem of calculus".

jo_ | karma 123 | avg karma 1.56 · | 2014-09-03 15:44:29+00:00

I misunderstood intentions. I just wanted to chime in with the name of theorem I thought you were describing. I like knowing the names of theorems, and I had a hard time finding this name when I first looked for it.

monochromatic | karma 5683 | avg karma 2.63 · | 2018-07-01 17:29:30+00:00

I haven’t heard this. What do you mean by “a similar theorem that is classically equivalent”?

rcfox | karma 5508 | avg karma 4.7 · | 2010-10-05 16:13:30+00:00

It's not really a theorem; it's the definition of the derivative.

f`(a) = lim h->0 (f(a+h) - f(a))/h

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6gvONxR4sf7o | karma 9787 | avg karma 3.43 · | 2019-06-29 05:17:43+00:00

There are theorems like that for polynomials and fourier series and all sorts of other function classes too. They are just as practically relevant (or irrelevant).

jaxelr | karma 51 | avg karma 1.59 · | 2024-06-30 11:45:19

Genuinely curious as to what are the practical uses of this theorem?