OPERADS AND UNIVERSAL ALGEBRA : PROCEEDINGS OF THE INTERNATIONAL CONFERENCE ON OPERADS, TANJIN, CHINA 5-9 JULY 2010

dc.creatorJimenez Briones, Daniel Alberto
dc.creatorRonco, Maria Ofelia
dc.date2016-12-27T21:47:23Z
dc.date2022-06-17T21:11:26Z
dc.date2016-12-27T21:47:23Z
dc.date2022-06-17T21:11:26Z
dc.date2010
dc.date.accessioned2023-08-22T10:22:27Z
dc.date.available2023-08-22T10:22:27Z
dc.identifier1100380
dc.identifier978-981-4365-11-6
dc.identifier0 981-4365-11-4 978-981-4365-11-6
dc.identifier0 981-4365-11-4 978-981-4365-11-6
dc.identifier0 981-4365-11-4 978-981-4365-11-6
dc.identifier0 981-4365-11-4 978-981-4365-11-6
dc.identifier0 981-4365-11-4 978-981-4365-11-6
dc.identifier0 981-4365-11-4 978-981-4365-11-6
dc.identifier0 981-4365-11-4 978-981-4365-11-6
dc.identifier0 981-4365-11-4 978-981-4365-11-6
dc.identifier0 981-4365-11-4 978-981-4365-11-6
dc.identifier0 981-4365-11-4 978-981-4365-11-6
dc.identifier0 981-4365-11-4 978-981-4365-11-6
dc.identifier0 981-4365-11-4 978-981-4365-11-6
dc.identifier0 981-4365-11-4 978-981-4365-11-6
dc.identifier0 981-4365-11-4 978-981-4365-11-6
dc.identifier0 981-4365-11-4 978-981-4365-11-6
dc.identifier0 981-4365-11-4 978-981-4365-11-6
dc.identifier0 981-4365-11-4 978-981-4365-11-6
dc.identifier0 981-4365-11-4 978-981-4365-11-6
dc.identifier0 981-4365-11-4 978-981-4365-11-6
dc.identifier0 981-4365-11-4 978-981-4365-11-6
dc.identifier0 981-4365-11-4 978-981-4365-11-6
dc.identifier0 981-4365-11-4 978-981-4365-11-6
dc.identifier0 981-4365-11-4 978-981-4365-11-6
dc.identifier0 981-4365-11-4 978-981-4365-11-6
dc.identifier0 981-4365-11-4 978-981-4365-11-6
dc.identifier0 981-4365-11-4 978-981-4365-11-6
dc.identifier0 981-4365-11-4 978-981-4365-11-6
dc.identifier0 981-4365-11-4 978-981-4365-11-6
dc.identifier0 981-4365-11-4 978-981-4365-11-6
dc.identifier0 981-4365-11-4 978-981-4365-11-6
dc.identifier0 981-4365-11-4 978-981-4365-11-6
dc.identifier0 981-4365-11-4 978-981-4365-11-6
dc.identifier0 981-4365-11-4 978-981-4365-11-6
dc.identifier0 981-4365-11-4 978-981-4365-11-6
dc.identifier0 981-4365-11-4 978-981-4365-11-6
dc.identifier0 981-4365-11-4 978-981-4365-11-6
dc.identifier0 981-4365-11-4 978-981-4365-11-6
dc.identifier0 981-4365-11-4 978-981-4365-11-6
dc.identifier0 981-4365-11-4 978-981-4365-11-6
dc.identifier0 981-4365-11-4 978-981-4365-11-6
dc.identifier0 981-4365-11-4 978-981-4365-11-6
dc.identifier0 981-4365-11-4 978-981-4365-11-6
dc.identifier0 981-4365-11-4 978-981-4365-11-6
dc.identifier0 981-4365-11-4 978-981-4365-11-6
dc.identifier0 981-4365-11-4 978-981-4365-11-6
dc.identifier0 981-4365-11-4 978-981-4365-11-6
dc.identifier0 981-4365-11-4
dc.identifierhttps://hdl.handle.net/10533/164598
dc.identifier.urihttps://repositorioslatinoamericanos.uchile.cl/handle/2250/8339641
dc.descriptionWe define a tridendriform bialgebra structure on the vector space spanned by non-empty ordered partitions of finite sets. This construction, in term of partitions instead of maps between finite sets, permits us to define a Rota-Baxter structure on the vector space spanned by all ordered partitions of finite sets, whose associated tridendriform structure, restricted to non-empty partitions, coincides with the first one. The tridendriform structure on all ordered partitions induces a tridendriform structure on the space spanned by all maps f : {1, … n} ? ?, for all n ? 1.
dc.descriptionFONDECYT
dc.description299
dc.descriptionFONDECYT
dc.languageeng
dc.publisherNANKAI UNIVERSITY, CHINA
dc.relationinstname: Conicyt
dc.relationreponame: Repositorio Digital RI2.0
dc.relationinstname: Conicyt
dc.relationreponame: Repositorio Digital RI 2.0
dc.relationinfo:eu-repo/grantAgreement/Fondecyt/1100380
dc.relationinfo:eu-repo/semantics/dataset/hdl.handle.net/10533/93479
dc.relationhttp://www.worldscientific.com/worldscibooks/10.1142/8222
dc.rightsinfo:eu-repo/semantics/openAccess
dc.titleTRIDENDRIFORM ALGEBRAS SPANNED BY PARTITIONS
dc.titleOPERADS AND UNIVERSAL ALGEBRA : PROCEEDINGS OF THE INTERNATIONAL CONFERENCE ON OPERADS, TANJIN, CHINA 5-9 JULY 2010
dc.typeCapitulo de libro
dc.typeinfo:eu-repo/semantics/bookPart


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