Information for "Book:DummitFoote"

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Display title	Book:DummitFoote
Default sort key	DummitFoote
Page length (in bytes)	3,994
Namespace ID	106
Namespace	Book
Page ID	1016
Page content language	en - English
Page content model	wikitext
Indexing by robots	Allowed
Number of redirects to this page	1

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Page creator	Vipul (talk \| contribs)
Date of page creation	15:12, 1 March 2008
Latest editor	R-a-jones (talk \| contribs)
Date of latest edit	10:57, 23 June 2024
Total number of edits	14
Total number of distinct authors	2
Recent number of edits (within past 90 days)	0
Recent number of distinct authors	0

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Transcluded templates (3)	Templates used on this page: Template:Book page (view source) Template:Fillin (view source) Template:Quotation (view source)
Pages transcluded on (65)	Templates used on this page: Abelian group (view source) Burnside's basis theorem (view source) Burnside's theorem on coprime automorphisms and Frattini subgroup (view source) Center (view source) Characteristic implies normal (view source) Characteristic of normal implies normal (view source) Characteristic subgroup (view source) Characteristicity is transitive (view source) Conjugacy class (view source) Conjugacy class of prime power size implies not simple (view source) Cyclic group (view source) Derived subgroup (view source) Dihedral group (view source) Equivalence of definitions of Frattini subgroup (view source) Finite group (view source) First isomorphism theorem (view source) Fixed-point-free involution on finite group is inverse map (view source) Fourth isomorphism theorem (view source) Frattini subgroup (view source) Frattini subgroup is nilpotent in finite (view source) Frattini subgroup is normal-monotone (view source) Group (view source) Index of a subgroup (view source) Inner automorphism (view source) Intersection of subgroups is subgroup (view source) Inverse map is involutive (view source) Isomorphism of groups (view source) Lagrange's theorem (view source) Left and right coset spaces are naturally isomorphic (view source) Left coset of a subgroup (view source) Left cosets partition a group (view source) Minimal normal subgroup (view source) Nilpotent group (view source) Normal not implies characteristic (view source) Normal subgroup (view source) Normal subgroup equals kernel of homomorphism (view source) Normality is not transitive (view source) Normality is strongly intersection-closed (view source) Normality is strongly join-closed (view source) Normality satisfies transfer condition (view source) Normalizer of a subgroup (view source) Order has only two prime factors implies solvable (view source) Perfect group (view source) Second isomorphism theorem (view source) Simple group (view source) Solvable group (view source) Subgroup (view source) Third isomorphism theorem (view source) Union of two subgroups is not a subgroup unless they are comparable (view source) Help:Using textbook references (view source) More...