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Subject:        Communications in Nonlinear Science and Numerical Simulation, 108 (2022) 106150. doi:10.1016/j.cnsns.2021.106150
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     Item: 
      Title: Pointwise periodic maps with quantized first integrals
      Children: 
       Item: 
        Title: Introduction
       Item: 
        Title: Preliminaries and main results
        Children: 
         Item: 
          Title: The case =/2
         Item: 
          Title: The case =2/3
         Item: 
          Title: The case =/3
         Item: 
          Title: The address of a point
       Item: 
        Title: Proof of th:a 
        Children: 
         Item: 
          Title: Preliminaries
         Item: 
          Title: Proof of items (i) and (ii) of th:a: dynamics on the zero-free set
         Item: 
          Title: Proof of item (iii) of th:a: dynamics on the non zero-free set
         Item: 
          Title: Proof of item (iv) of Theorem A
       Item: 
        Title: Proof of Theorem B
        Children: 
         Item: 
          Title: Preliminaries
         Item: 
          Title: Proof of items (i) and (ii): dynamics on the zero-free set
          Children: 
           Item: 
            Title: Dynamics on the hexagonal tiles. The case m=k++1
           Item: 
            Title: Dynamics on the triangular tiles. The cases m=k+ℓ and m=k+ℓ+2
         Item: 
          Title: Proof of item (iii) of th:b: dynamics in the non zero-free set
         Item: 
          Title: Proof of item (iv) of th:b 
       Item: 
        Title: Proof of th:c 
        Children: 
         Item: 
          Title: Preliminaries
         Item: 
          Title: Proof of items (i) and (ii) of th:c: dynamics on the zero-free set
         Item: 
          Title: Proof of item (iii) of th:c: dynamics on the non zero-free set
          Children: 
           Item: 
            Title: Perfect edges and vertices
           Item: 
            Title: Non-perfect edges
           Item: 
            Title: Non-perfect vertices
       Item: 
        Title: Obtaining the first integrals
       Item: 
        Title: Final comments
       Item: 
        Title: CRediT authorship contribution statement
       Item: 
        Title: Declaration of competing interest
       Item: 
        Title: Acknowledgments
       Item: 
        Title: References
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