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3a1ce36f43774026100ddd0adc524926e14148a503b96cbf80c5ff360e563d09  ColMat_a2023.pdf

Title:          Plethysms and operads
Subject:        Collectanea Mathematica, https://doi.org/10.1007/s13348-022-00386-1
Keywords:       05A19; 18B40; 18N50; 16T10; 18M65; 18M80; 13J05
Author:         Alex Cebrian 
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     Item: 
      Title: Plethysms and operads
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       Item: 
        Title: Abstract
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       Item: 
        Title: Introduction
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       Item: 
        Title: 1 Monads and operads
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        Children: 
         Item: 
          Title: 1.1 P-operads
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         Item: 
          Title: 1.2 Morphisms of spans
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         Item: 
          Title: 1.3 Strong monads
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         Item: 
          Title: 1.4 The two-sided bar construction for P-operads
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       Item: 
        Title: 2 Segal groupoids and incidence coalgebras
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         Item: 
          Title: 2.1 Segal groupoids
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         Item: 
          Title: 2.2 Incidence coalgebras
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         Item: 
          Title: 2.3 Homotopy cardinality
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       Item: 
        Title: 3 The mathcalT-construction
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        Children: 
         Item: 
          Title: 3.1 From categories to P-operads
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         Item: 
          Title: 3.2 From P-operads to categories
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         Item: 
          Title: 3.3 The composite construction
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         Item: 
          Title: 3.4 Finiteness conditions
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       Item: 
        Title: 4 mathcalT-construction for Mr and Sr-operads
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         Item: 
          Title: 4.1 The mathcalT-construction for categories
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         Item: 
          Title: 4.2 The mathcalT-construction for operads
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       Item: 
        Title: 5 Plethysms and operads
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        Children: 
         Item: 
          Title: 5.1 The classical case
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         Item: 
          Title: 5.2 Overview of variations
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         Item: 
          Title: 5.3 Bialgebras from Sym and Sym2
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         Item: 
          Title: 5.4 Bialgebras from Ass and Ass2
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         Item: 
          Title: 5.5 Y-plethysm and bialgebras from Y
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       Item: 
        Title: 6 Relation with TS
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          Title: 6.1 The simplicial groupoid TS
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          Title: 6.2 Other TS-like simplicial groupoids
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        Title: A Appendices
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          Title: A.1 Axioms for internal category
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         Item: 
          Title: Axioms for P-operad
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       Item: 
        Title: References
        Destination: edu.harvard.hul.ois.jhove.module.pdf.PdfSimpleObject@74a10858
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    Title: Plethysms and operads
    Author: Alex Cebrian 
    Subject: Collectanea Mathematica, https://doi.org/10.1007/s13348-022-00386-1
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