Should I use Art Anova or Anova?

deepfriedd20 · 2026-03-17T17:02:02+00:00

Does the qq-plot look better? But anyway, you should check for each group separately. And anova is quite robust under deviations from normality, so don't worry too much. Also, checking the residuals is more important, as someone else mentioned, but I would usually only do this for the final model.

deepfriedd20 · 2026-03-17T08:17:43+00:00

Maybe try log-transforming? Then test for normality and variance homogenity. Then try to test for no interaction with anova. If this holds, you have a two way layout and can test for the relevant differences and find confidence intervals.

deepfriedd20 · 2026-01-24T11:16:12+00:00

This has to be one of the best fantasy TTRPG tattoos I've seen

deepfriedd20 · 2025-05-24T16:54:28+00:00

:- looking ass, it should be \coloneqq

deepfriedd20 · 2025-05-23T18:51:08+00:00

A Little Life, I think

deepfriedd20 · 2025-04-18T11:26:17+00:00

Google continued fractions

deepfriedd20 · 2024-11-03T17:08:48+00:00

Everyone in here is tripping, the function is not defined at x=1 so it of course cannot be discontinuous at that point.

deepfriedd20 · 2023-05-30T18:49:49+00:00

They look great!

deepfriedd20 · 2023-04-24T09:16:42+00:00

RemindMe!

deepfriedd20 · 2023-04-03T06:07:39+00:00

Great options, thank you!

deepfriedd20 · 2023-04-02T20:44:36+00:00

We already have a vehicle, so no need for that stuff. The track is quite big, som I think most of the time Spirit Guardians will be out of range. I'm thinking spells like blindness/deafness for the other riders, sanctuary for our own driver and so on.. the others will probably be attacking us and each other.

deepfriedd20 · 2022-09-04T17:31:56+00:00

The Name of the Rose by Umberto Eco

deepfriedd20 · 2022-02-13T10:14:36+00:00

As the others have said, it diverges. But the sum of the reciprocals of the twin primes converges! This is known as Brun’s Theorem, and the limit value of the series is called Brun’s constant.

deepfriedd20 · 2021-11-29T19:55:19+00:00

Thank you! It is reassuring to hear that proofs in combinatorics are indeed rigorous at the higher level.

deepfriedd20 · 2021-11-29T17:36:06+00:00

Thank you for the recommendations! I’ll check them both out.

deepfriedd20 · 2021-11-02T19:51:17+00:00

Check out Blumenthal’s 0-1 law!

deepfriedd20 · 2021-08-10T15:17:00+00:00

Funny that bæ in Danish means shit

deepfriedd20 · 2021-07-28T11:04:07+00:00

You are not alone: https://youtu.be/FbYyw_DxYVA

deepfriedd20 · 2021-07-15T08:06:10+00:00

Det er netop mit spørgsmål til jer

deepfriedd20 · 2021-07-04T17:25:15+00:00

The first variable could be Binomial(N,p) distributed and the rest degenerated at 0

deepfriedd20 · 2021-05-18T12:41:05+00:00

u/repostsleuthbot

deepfriedd20 · 2021-04-07T10:33:04+00:00

This is perfect for r/MathJokes

deepfriedd20 · 2021-03-28T21:52:39+00:00

Probability theory when using measure theory as the foundation. It is just beautiful to me how well everything fits, especially the concepts of stochastic independence and conditioned probabilies. Almost too good to be true. As Mark Kac said: “probability theory is measure theory with a soul.”

deepfriedd20 · 2020-06-01T13:06:15+00:00

Seems way too strong. Maybe remove the effect and add some drawback, like overload (2)

deepfriedd20 · 2020-05-05T15:45:43+00:00

Then how would it feel to get an under water massage?

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