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In algebra, plethysm is an operation on symmetric functions introduced by Dudley E. Littlewood, who denoted it by {λ} ⊗ {μ}. The word "plethysm" for this operation (after the Greek word πληθυσμός meaning "multiplication") was introduced later by Littlewood , who said that the name was suggested by M. L. Clark. If symmetric functions are identified with operations in lambda rings, then plethysm corresponds to composition of operations.

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  • Plethysm (en)
  • Plethysm (sv)
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  • In algebra, plethysm is an operation on symmetric functions introduced by Dudley E. Littlewood, who denoted it by {λ} ⊗ {μ}. The word "plethysm" for this operation (after the Greek word πληθυσμός meaning "multiplication") was introduced later by Littlewood , who said that the name was suggested by M. L. Clark. If symmetric functions are identified with operations in lambda rings, then plethysm corresponds to composition of operations. (en)
  • Plethysm är inom algebran en operation på , introducerad av , som betecknade den med {λ}⊗{μ}. Ordet "plethysm" för denna operation (efter grekiska πληθυσμός, ”multiplikation”) introducerades senare av Littlewood , som sade att namnet föreslogs av M. L. Clark. Om symmetriska funktioner identifieras med operationer i , motsvarar plethysm kompositionen av operationer. (sv)
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  • Littlewood (en)
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  • p. 289 (en)
  • p.274 (en)
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  • In algebra, plethysm is an operation on symmetric functions introduced by Dudley E. Littlewood, who denoted it by {λ} ⊗ {μ}. The word "plethysm" for this operation (after the Greek word πληθυσμός meaning "multiplication") was introduced later by Littlewood , who said that the name was suggested by M. L. Clark. If symmetric functions are identified with operations in lambda rings, then plethysm corresponds to composition of operations. (en)
  • Plethysm är inom algebran en operation på , introducerad av , som betecknade den med {λ}⊗{μ}. Ordet "plethysm" för denna operation (efter grekiska πληθυσμός, ”multiplikation”) introducerades senare av Littlewood , som sade att namnet föreslogs av M. L. Clark. Om symmetriska funktioner identifieras med operationer i , motsvarar plethysm kompositionen av operationer. (sv)
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