FRINK Linked Data Fragments server

Matches in SemOpenAlex for { <https://semopenalex.org/work/W2089315753> ?p ?o ?g. }

• W2089315753 endingPage "285" @default.
• W2089315753 startingPage "243" @default.
• W2089315753 abstract "In this paper we apply a method of Robinson and Taulbee for computing Kronecker coefficients together with other ingredients and show that the multiplicity of each component in a Kronecker square can be obtained from an evaluation of a certain polynomial, which depends only on the component and is computed combinatorially. This polynomial has as many variables as the set of isomorphism classes of connected skew diagrams of size at most the depth of the component. We present two applications. The first is a contribution to Saxl conjecture, which asserts that the Kronecker square of the staircase partition, contains every irreducible character of the symmetric group as a component. We prove that for any partition there is a piecewise polynomial function in one real variable such that for all k, such that the multiplicity of this partition in the Kronecker square of the staircase partition of size k is given by the evaluation of the polynomial function in k. The second application is a proof of a new stability property for Kronecker coefficients." @default.
• W2089315753 created "2016-06-24" @default.
• W2089315753 creator A5007338508 @default.
• W2089315753 date "2014-09-01" @default.
• W2089315753 modified "2023-09-30" @default.
• W2089315753 title "A diagrammatic approach to Kronecker squares" @default.
• W2089315753 cites W100925191 @default.
• W2089315753 cites W1599616892 @default.
• W2089315753 cites W1968086157 @default.
• W2089315753 cites W1969379811 @default.
• W2089315753 cites W1972898718 @default.
• W2089315753 cites W1978582278 @default.
• W2089315753 cites W1979802667 @default.
• W2089315753 cites W1991774414 @default.
• W2089315753 cites W1994727674 @default.
• W2089315753 cites W1995509652 @default.
• W2089315753 cites W1996834903 @default.
• W2089315753 cites W1997227433 @default.
• W2089315753 cites W1998464455 @default.
• W2089315753 cites W2005384333 @default.
• W2089315753 cites W2007051555 @default.
• W2089315753 cites W2012855802 @default.
• W2089315753 cites W2017282821 @default.
• W2089315753 cites W2018823293 @default.
• W2089315753 cites W2030577014 @default.
• W2089315753 cites W2040471826 @default.
• W2089315753 cites W2048226952 @default.
• W2089315753 cites W2071059532 @default.
• W2089315753 cites W2074207216 @default.
• W2089315753 cites W2076620126 @default.
• W2089315753 cites W2092575069 @default.
• W2089315753 cites W2093380715 @default.
• W2089315753 cites W2315352971 @default.
• W2089315753 cites W2513193117 @default.
• W2089315753 cites W2952081580 @default.
• W2089315753 doi "https://doi.org/10.1016/j.jcta.2014.06.002" @default.
• W2089315753 hasPublicationYear "2014" @default.
• W2089315753 type Work @default.
• W2089315753 sameAs 2089315753 @default.
• W2089315753 citedByCount "15" @default.
• W2089315753 countsByYear W20893157532014 @default.
• W2089315753 countsByYear W20893157532015 @default.
• W2089315753 countsByYear W20893157532016 @default.
• W2089315753 countsByYear W20893157532017 @default.
• W2089315753 countsByYear W20893157532018 @default.
• W2089315753 countsByYear W20893157532020 @default.
• W2089315753 countsByYear W20893157532023 @default.
• W2089315753 crossrefType "journal-article" @default.
• W2089315753 hasAuthorship W2089315753A5007338508 @default.
• W2089315753 hasBestOaLocation W20893157531 @default.
• W2089315753 hasConcept C106624574 @default.
• W2089315753 hasConcept C114614502 @default.
• W2089315753 hasConcept C118615104 @default.
• W2089315753 hasConcept C121332964 @default.
• W2089315753 hasConcept C134306372 @default.
• W2089315753 hasConcept C156004811 @default.
• W2089315753 hasConcept C164660894 @default.
• W2089315753 hasConcept C199360897 @default.
• W2089315753 hasConcept C2780990831 @default.
• W2089315753 hasConcept C33923547 @default.
• W2089315753 hasConcept C39482219 @default.
• W2089315753 hasConcept C41008148 @default.
• W2089315753 hasConcept C42812 @default.
• W2089315753 hasConcept C62520636 @default.
• W2089315753 hasConcept C90119067 @default.
• W2089315753 hasConceptScore W2089315753C106624574 @default.
• W2089315753 hasConceptScore W2089315753C114614502 @default.
• W2089315753 hasConceptScore W2089315753C118615104 @default.
• W2089315753 hasConceptScore W2089315753C121332964 @default.
• W2089315753 hasConceptScore W2089315753C134306372 @default.
• W2089315753 hasConceptScore W2089315753C156004811 @default.
• W2089315753 hasConceptScore W2089315753C164660894 @default.
• W2089315753 hasConceptScore W2089315753C199360897 @default.
• W2089315753 hasConceptScore W2089315753C2780990831 @default.
• W2089315753 hasConceptScore W2089315753C33923547 @default.
• W2089315753 hasConceptScore W2089315753C39482219 @default.
• W2089315753 hasConceptScore W2089315753C41008148 @default.
• W2089315753 hasConceptScore W2089315753C42812 @default.
• W2089315753 hasConceptScore W2089315753C62520636 @default.
• W2089315753 hasConceptScore W2089315753C90119067 @default.
• W2089315753 hasLocation W20893157531 @default.
• W2089315753 hasLocation W20893157532 @default.
• W2089315753 hasLocation W20893157533 @default.
• W2089315753 hasLocation W20893157534 @default.
• W2089315753 hasLocation W20893157535 @default.
• W2089315753 hasLocation W20893157536 @default.
• W2089315753 hasOpenAccess W2089315753 @default.
• W2089315753 hasPrimaryLocation W20893157531 @default.
• W2089315753 hasRelatedWork W1582582536 @default.
• W2089315753 hasRelatedWork W1664232223 @default.
• W2089315753 hasRelatedWork W2546558441 @default.
• W2089315753 hasRelatedWork W2747111545 @default.
• W2089315753 hasRelatedWork W2997280357 @default.
• W2089315753 hasRelatedWork W3000715166 @default.
• W2089315753 hasRelatedWork W3105292030 @default.
• W2089315753 hasRelatedWork W3217070032 @default.
• W2089315753 hasRelatedWork W4301514113 @default.
• W2089315753 hasRelatedWork W4302802533 @default.

• next