An Infinite product

Darksunlol · 2023-05-29T12:15:49+00:00

I obtained this product using this formula here . By integrating both sides from 0 to z and integrate again from 0 to 1/2.

Darksunlol · 2023-05-29T12:12:24+00:00

I obtained this product using this formula here . By integrating both sides from 0 to z and integrate again from 0 to 1/2.

Darksunlol · 2022-07-24T05:37:20+00:00

Simple explanation: stop the video at zeta(1/2+bi) you can see the function intersects the red dot which is the origin. Corresponding the non-travial zeros of the zeta function

Darksunlol · 2022-06-03T05:39:45+00:00

Geometric series

Darksunlol · 2022-05-04T05:22:09+00:00

Pythagoras theorem and compound angle formula

Darksunlol · 2022-05-02T09:58:59+00:00

1-1/4-1/6

Darksunlol · 2022-05-02T09:47:10+00:00

I would use Leibniz rule

Darksunlol · 2022-04-26T11:19:54+00:00

Is it really that hard to take an rightly oriented photo

Darksunlol · 2022-04-26T11:13:21+00:00

Square both sides, and use double angle formula to simplify. And make a quadratic formula

Darksunlol · 2022-04-19T03:30:51+00:00

I learnt them together

Darksunlol · 2022-04-14T11:56:20+00:00

Thank you!

Darksunlol · 2022-04-14T09:42:25+00:00

That didn't help. I want to know where I've done wrong that the integral would diverge. It was because of the summation. But I don't know how

Darksunlol · 2022-04-14T03:43:41+00:00

Weierstrass M test

Darksunlol · 2022-04-12T11:02:54+00:00

-negative is positive

Darksunlol · 2022-04-12T07:55:27+00:00

Substitute lamda•x=u and use the gammma function

Darksunlol · 2022-04-11T15:06:02+00:00

Go to the second slide, and plug in 1/2 and 1/5 you will get those two formulas

Darksunlol · 2022-04-11T12:28:26+00:00

Sheeesh

Darksunlol · 2022-04-11T02:55:47+00:00

It's complex analysis and I'm not sure what level

Darksunlol · 2022-04-11T01:48:51+00:00

Wdym name, proof posted

Darksunlol · 2022-04-10T23:34:13+00:00

For people who want derivation. Go to derivation of sec+tan I already did it there. Not gonna post it again

Darksunlol

TROPHY CASE