To be a rude and bad “sigma” you must be in violation of some sort of order and considered a dirty sigma.
The term was invented by an 8th grader in Kentucky who called one a dirty sigma. The other term, muddy sigma is mainly used for pointing out unlawful conduct, in which was invented by the same person.
The words “Dirty sigma” can be traced back as far as 2021-2022 as a user on Reddit made a post about Dirty Sigmas lenses, in referral to the brand Sigma.
The term was invented by an 8th grader in Kentucky who called one a dirty sigma. The other term, muddy sigma is mainly used for pointing out unlawful conduct, in which was invented by the same person.
The words “Dirty sigma” can be traced back as far as 2021-2022 as a user on Reddit made a post about Dirty Sigmas lenses, in referral to the brand Sigma.
by greengalaxio January 7, 2024
Get the dirty sigma mug.by Tutamaster June 5, 2024
Get the erm what the sigma mug.Gary: Oh yeah you heard that Alice has a new boyfriend. Her boyfriend’s got Down syndrome.
Harry: What the sigma
Harry: What the sigma
by Harryshanker1999 May 24, 2024
Get the what the sigma mug.non sigma: hi
real sigma: baby gronk sigma ohio 1 2 buckle my shoe edging with a side of rizz miller grove w gyatt
real sigma: baby gronk sigma ohio 1 2 buckle my shoe edging with a side of rizz miller grove w gyatt
by sigma with rizz December 4, 2023
Get the baby gronk sigma ohio 1 2 buckle my shoe edging with a side of rizz miller grove w gyatt mug.by Aegilops123 April 14, 2024
Get the Erm what the sigma mug.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 5, 2022
Get the sigma algebra mug.by SIGMA Magazine August 5, 2013
Get the SIGMA Magazine mug.