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- Crystal_base abstract "In algebra, a crystal base or canonical base is a base of a representation, such that generators of a quantum group or semisimple Lie algebra have a particularly simple action on it. Crystal bases were introduced by Kashiwara (1990) and Lusztig (1990) (under the name of canonical bases).".
- Crystal_base wikiPageExternalLink books?id=uOGqPjjVt0AC.
- Crystal_base wikiPageExternalLink 1104201397.
- Crystal_base wikiPageID "10330610".
- Crystal_base wikiPageRevisionID "562862784".
- Crystal_base hasPhotoCollection Crystal_base.
- Crystal_base id "crystal+basis".
- Crystal_base title "Crystal basis".
- Crystal_base subject Category:Lie_algebras.
- Crystal_base subject Category:Quantum_groups.
- Crystal_base subject Category:Representation_theory.
- Crystal_base type Abstraction100002137.
- Crystal_base type Algebra106012726.
- Crystal_base type Cognition100023271.
- Crystal_base type Content105809192.
- Crystal_base type Discipline105996646.
- Crystal_base type Group100031264.
- Crystal_base type KnowledgeDomain105999266.
- Crystal_base type LieAlgebras.
- Crystal_base type Mathematics106000644.
- Crystal_base type PsychologicalFeature100023100.
- Crystal_base type PureMathematics106003682.
- Crystal_base type QuantumGroups.
- Crystal_base type Science105999797.
- Crystal_base comment "In algebra, a crystal base or canonical base is a base of a representation, such that generators of a quantum group or semisimple Lie algebra have a particularly simple action on it. Crystal bases were introduced by Kashiwara (1990) and Lusztig (1990) (under the name of canonical bases).".
- Crystal_base label "Crystal base".
- Crystal_base sameAs m.0gwycdp.
- Crystal_base sameAs Q5191404.
- Crystal_base sameAs Q5191404.
- Crystal_base sameAs Crystal_base.
- Crystal_base wasDerivedFrom Crystal_base?oldid=562862784.
- Crystal_base isPrimaryTopicOf Crystal_base.