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- Garside_element abstract "In mathematics, a Garside element is an element of an algebraic structure such as a monoid that has several desirable properties.Formally, if M is a monoid, then an element Δ of M is said to be a Garside element if the set of all right divisors of Δ,is the same set as the set of all left divisors of Δ,and this set generates M.A Garside element is in general not unique: any power of a Garside element is again a Garside element.".
- Garside_element wikiPageID "20247295".
- Garside_element wikiPageRevisionID "577561542".
- Garside_element hasPhotoCollection Garside_element.
- Garside_element subject Category:Abstract_algebra.
- Garside_element subject Category:Semigroup_theory.
- Garside_element comment "In mathematics, a Garside element is an element of an algebraic structure such as a monoid that has several desirable properties.Formally, if M is a monoid, then an element Δ of M is said to be a Garside element if the set of all right divisors of Δ,is the same set as the set of all left divisors of Δ,and this set generates M.A Garside element is in general not unique: any power of a Garside element is again a Garside element.".
- Garside_element label "Garside element".
- Garside_element sameAs m.04zz76j.
- Garside_element sameAs Q5524281.
- Garside_element sameAs Q5524281.
- Garside_element wasDerivedFrom Garside_element?oldid=577561542.
- Garside_element isPrimaryTopicOf Garside_element.