Arithmetic Topology - PIMS 2019

In this topical collection (14 articles)

1. 

   Research

   A geometric approach to counting norms in cyclic extensions of function fields

   Vlad Matei Article:31

2. 

   Research

   The topology of equivariant Hilbert schemes

   Dori Bejleri, Gjergji Zaimi Article:28

3. Research

   Computing \(\mathbb {A}^1\) -Euler numbers with Macaulay2

   Sabrina Pauli Article:26

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4. 

   Research

   Spaces of non-degenerate maps between complex projective spaces

   Claudio Gómez-Gonzáles Article:26

5. 

   Research

   An enriched count of the bitangents to a smooth plane quartic curve

   Hannah Larson, Isabel Vogt Article:26

6. Research

   On the cohomology of certain subspaces of \(\text {Sym}^n(\mathbb {P}^1)\) and Occam’s razor for Hodge structures

   Oishee Banerjee Article:25

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7. 

   Research

   Applications to \({\mathbb {A}}^1\) -enumerative geometry of the \({\mathbb {A}}^1\) -degree

   Sabrina Pauli, Kirsten Wickelgren Article:24

8. 

   Research

   Arithmetic statistics on cubic surfaces

   Ronno Das Article:23

9. 

   Research

   Problems in arithmetic topology

   Claudio Gómez-Gonzáles, Jesse Wolfson Article:23

10. 

    Research

    An algebraic lifting invariant of Ellenberg, Venkatesh, and Westerland

    Melanie Matchett Wood Article:21

11. 

    Research

    The global field Euler function

    Santiago Arango-Piñeros, Juan Diego Rojas Article:19

12. 

    Research

    Singularities and vanishing cycles in number theory over function fields

    Will Sawin Article:12

13. Research

    Operations on stable moduli spaces

    Søren Galatius, Oscar Randal-Williams Article:9

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14. 

    Research

    Motive of the moduli stack of rational curves on a weighted projective stack

    Jun–Yong Park, Hunter Spink Article:1