skibidi sigma baby gronk livvy dunne rizzler gyatt is a term used to tell a bald cunt (in the uk) to fuck off and suck his mum in a polite manner.
'OI YOU GO skibidi sigma baby gronk livvy dunne rizzler gyatt 👉✊'
by schmucklover June 29, 2024
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
kid: WOMEN SUX!!1!11 MEN SUPRMACY!!1
someone: so you prefer men over women?
kid: YEYSYESAFDSLKFDGJ
someone: that's gay
kid: EEEWWW GAY BADDD >:((
someone: huh, that's a sigma paradox..
someone: so you prefer men over women?
kid: YEYSYESAFDSLKFDGJ
someone: that's gay
kid: EEEWWW GAY BADDD >:((
someone: huh, that's a sigma paradox..
by ArtyN November 15, 2023
The Sigma paradox happens with thirds mainly e.g 1/3 = 33.333 repeating 2/3 = 66.666 repeating and 3/3 = 99.999 repeating. 3/3 is q whole number equaling 1 however it can't equal 1 because it is 99.9 repeating get it? It comes ever closer too 100% but will never get there. You can relate, in sure.
by pseudonym1583622891 January 21, 2016
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