algerithm

Mathematical operation undertaken to perform research regarding a certain controversial author.

I'll just stick to simple math and philosophy, and leave da more complex algerithms to individuals better schooled in such matters.

by QuacksO November 15, 2025

Mark Alger

A shit so bad that it makes your clothes stink.

I had beans and avocado for dinner and just took a giant Mark Alger. Guess it's time for laundry.

by Frogis May 12, 2020

Pre-Algebra

One of the useless forms of math. Comes before Algebra, which is both useless

Nerd: Hey, do you want to know what 5/0.2 of 67.82³
Jock: I hate you. And Pre-Algebra
Nerd: 7798541.0942 (Yes this is true)
Jock: Wait, why did you say that last part so quietly?
Nerd: ....

by Jon Jacob Jingleheimer Schmit December 7, 2020

Female Algebra Teacher

The most beautiful breed of woman. Usually between the 22-40 years old

Girl #1: Hey, have you see the Female Algebra Teacher?
Girl #2: Yeah, she's so hot

by greysweatpants April 17, 2021

Royce alger

Most self absorbed person in the world. Just so happen to win 2x National titles for Iowa under Dan gable. Cannot function without the sport of wrestling. Has never came up with any original joke. Lightweight drinker. Will fuck any whore he can get his hands on (trannys allowed).

I was runner up in a race or as some would say, I Pulled a Royce alger in the 92 trials.

by Slick_pick August 31, 2021

variable algebra

a complicational variable combined with booleans getting complicated at the third level

my variable algebra is too easy!!!! Pfft!

by con"eriba February 26, 2022

sigma algebra

A sigma algebra (or σ-algebra) is to set algebras what sigma males are to males. The Borel hierarchy (the analog of the male hierarchy) is not a σ-algebra at any countable rank; instead the σ-algebra has the largest possible rank -- ω_1, the least uncountable ordinal (under suitable conditions e.g. the Polish space is uncountable. This is known as the non-collapse of the Borel hierarchy).

A σ-algebra is closed under countable union, countable intersection, and relative complement. This means σ-algebras arise naturally in the study of measure theory, where the measurable sets form a σ-algebra.

The algebra of Lebesgue-measurable subsets of R (i.e. the sets of real numbers with a well-defined "length", which is possibly infinity) form a sigma algebra.

by sigma_algebra_grindset June 5, 2022