Ciro Santilli @cirosantilli 37

There is a lot of "who kills who" useless fluff, and everything to do with the wife is boring, but too much gold otherwise.

It is amazing to see how seasons got better and better until the finale. The last season was amazing, Ciro Santilli actually watched all episodes of that one! This is clearly seen on the evolution of metacritic scores.

Published on the session reports of the Royal Prussian Academy of Sciences at Berlin 1918 page 464.

Is about Maxwell's equations in curved spacetime, and notably introduces gauge theory.

Viewable for free at: archive.org/details/mobot31753002089727/page/464/mode/2up.

By Ciro Santilli: Section "How to teach".

Others:

Some views:

Invertible matrices. Or if you think a bit more generally, an invertible linear map.

When the field $F$ is not given, it defaults to the real numbers.

Non-invertible are excluded "because" otherwise it would not form a group (every element must have an inverse). This is therefore the largest possible group under matrix multiplication, other matrix multiplication groups being subgroups of it.

Combination of electromagnetism and general relativity. Unlike combining quantum mechanics and general relativity, this combination was easier.

TODO any experiments of interest at all?

This one is a little confusing: the upper case looks exactly like a letter P, but as the name suggests, it actually corresponds to the letter R. The letter P corresponds to pi instead.

To break the meta means to find a new strategy that offers a significant advantage over the existing meta.

For the specific of video game glitch breaks see: Section "Meta breaking glitch".

Due to Ciro Santilli's self perceived creative personality, Ciro Santilli is very attracted to meta breaks.

Made by a single dude. As SsethTzeentach puts it, this is the greatest autism project ever made.

If you are going to make a television series, do make it a limited one. Plan one story, and execute it amazingly. Don't let things drag on and on.

For the typical case of a linear form over ${\mathbb{R}}^n$, the form can be seen just as a row vector with n elements, the full form being specified by the value of each of the basis vectors.