Core (group)

Core (group)

In group theory, a branch of mathematics, a core is any of certain special normal subgroups of a group. The two most common types are the normal core of a subgroup and the p-core of a group.

Read more about Core (group):  The p-core

Other articles related to "core, group":

Core (group) - The p-core - Solvable Radicals
... There is some variance in the literature in defining the p′-coreof G ... A few authors in only a few papers (for instance Thompson's N-grouppapers, but not his later work) define the p′-coreof an insoluble groupG as the p′-coreof its solvable radical ...

Famous quotes containing the word core:

    True, there are architects so called in this country, and I have heard of one at least possessed with the idea of making architectural ornaments have a core of truth, a necessity, and hence a beauty, as if it were a revelation to him. All very well perhaps from his point of view, but only a little better than the common dilettantism.
    Henry David Thoreau (1817–1862)