Category:Matroid Closure

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This category contains results about Matroid Closure.

The closure operator of the matroid $M$ is the mapping $\sigma : \powerset S \to \powerset S$ defined by:

$\map \sigma A$ is the set of elements of $S$ which depend on $A$

Subcategories

This category has only the following subcategory.

D

Distinct Matroid Elements are Parallel iff Each is in Closure of Other‎ (2 P)

Pages in category "Matroid Closure"

The following 4 pages are in this category, out of 4 total.

C

D

Distinct Matroid Elements are Parallel iff Each is in Closure of Other

E

Element is Loop iff Member of Closure of Empty Set

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Matroid Theory