by the one and only youghurt male May 21, 2024
Lebron James is the embodiment of a Grizzly sigma.
by WeWe_Jr January 13, 2025
a ginger who has ginger puebes and is a sigma. there is only one of these per 40,000 people and they are all overweight and ugly. despite being a sigma they lie about having sexual intercourse with women in return for validation from male friends
" the fat fanta puebes sigma entered. i hate him he totally mogs me " - harry
" nah he cant even have sex with patricia, he lied about it. he won't mog you " - jeremy
" nah he cant even have sex with patricia, he lied about it. he won't mog you " - jeremy
by brawlik_god_CJPP June 28, 2024
The blue stripe found on hundred dollar bills made 2013 and after. A term created by brother p.o.w. of the alpha alpha rho chapter.
by Jadeveon Titus Ciroq October 12, 2017
Sigma is in 9th grade and is the biggest Sigma in Georgia, art, and science. Sigma dogma ligma jigma
by Peace202101 May 07, 2024
A “sigma” person is a person who is usually racist, misogynistic and can’t stand the lgbt or furry community, usually by making fun and or generally bullying a member of a certain community, and then having others justify their actions by calling them a “sigma”, not to be confused with actual sigma individuals that actually have respect for peoples feelings.
(Not a rant post)
(Not a rant post)
by Potatoboye June 06, 2023
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.
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 05, 2022