Anthony Hayward

I studied for my PhD from 2001-2004 at KCL. My PhD supervisor was David Burns.

I now have a new job, working for Accenture.

Publications and reports

Congruences satisfied by Stark units
PhD thesis (2004).  PostScript / .dvi.

A class number formula for higher derivatives of abelian L-functions
Compositio Mathematica 140 (2004), 99-129.  PostScript / .dvi.
Compositio Mathematica is published by London Mathematical Society on behalf of Foundation Compositio Mathematica, this paper is © 2003.

Explicit Units and the Equivariant Tamagawa Number Conjecture, II (with David Burns)
Commentarii Mathematici Helvetici 82 (2007), 477-497.  PDF.
© Swiss Mathematical Society.

On the graded ring associated to integral group rings
2002.  PostScript / .dvi
See also subsequent work of Joongul Lee (PDF), published in Bull. Korean Math. Soc. 45 (2008), No. 1, pp. 101–103

Introduction to Galois cohomology with applications to local fields
Undergraduate 4th year project, University of Durham 2001.   PostScript / .dvi

Research talks

Explicit units and a refinement of the Rubin-Stark conjecture (given in Besançon). View slides: PostScript / .dvi.

Congruences satisfied by Stark units (given in Cambridge, Exeter, Imperial). View slides: PostScript / .dvi.

A conjectural class number formula for derivatives of abelian L-functions (given in Baltimore, Durham, Imperial, Bordeaux). View slides: PostScript / .dvi

Research talks given: