Description
Book SynopsisPresents original research articles covering a large range of topics, including weight enumerators for codes, function field analogs of the Brauer-Siegel theorem, the computation of cohomological invariants of curves, the trace distributions of algebraic groups, and applications of the computation of zeta functions of curves.
Table of Contents
- J. D. Achter and E. W. Howe, Hasse-Witt and Cartier-Manin matrices: A warning and a request
- M. Hindry, Analogues of Brauer-Siegel theorem in arithmetic geometry
- J. Javanpeykar and J. Voight, The Belyi degree of a curve is computable
- N. Kaplan, Weight enumerators of Reed-Muller codes from cubic curves and their duals
- G. Lachaud, The distribution of the trace in the compact group of type $G_2$
- B. Malmskog, R. Pries, and C. Weir, The de Rham cohomology of the Suzuki curves
- F. Pazuki, Decompositions en hauteurs locales
- B. Poonen, Using zeta functions to factor polynomials over finite fields
- J. Sijsling, Canonical models of arithmetic $(1;\infty)$-curves
- A. V. Sutherland and J. F. Voloch, Maps between curves and arithmetic obstructions.
