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filtration

indexed set of subobjects of an algebraic structure

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About filtration

In mathematics, a filtration is, informally, like a set of ever larger Russian dolls, each one containing the previous ones, where a "doll" is a subobject of an algebraic structure. Formally, a filtration is an indexed family of subobjects of a given algebraic structure , with the index running over some totally ordered index set , subject to the condition thatif in , then .

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Facts from Wikidata (CC0).

Not who you're looking for? Others named filtration: separating components suspended in a fluid based on granular · model of information available at a given point of a random

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