activity
19972002
most citedExtended Bloch group and the Chern-Simons class (Incomplete working version)

3 citations · 3 across the 1 of their papers we have counts for

collaborators

12 papers

math.GT20023 cited

Extended Bloch group and the Chern-Simons class (Incomplete working version)

Walter D Neumann

We define an extended Bloch group and show it is isomorphic to . Using the Rogers dilogarithm function this leads to an exact simplicial formula for the universa…

math.AG2001

The Orevkov invariant of an affine plane curve

Walter D. Neumann, Paul Norbury

We show that although the fundamental group of the complement of an algebraic affine plane curve is not easy to compute, it possesses a more accessible quotient, which we call the…

math.AG2001

Universal abelian covers of surface singularities

Walter D. Neumann, Jonathan Wahl

We discuss the evidence for and implications of a conjecture that the universal abelian cover of a Q-Gorenstein surface singularity with finite local homology (i.e., the singularit…

math.AG2001

Universal abelian covers of quotient-cusps

Walter D. Neumann, Jonathan Wahl

The quotient-cusp singularities are isolated complex surface singularities that are double-covered by cusp singularities. We show that the universal abelian cover of such a singula…

math.AG2000

Rational polynomials of simple type

Walter D. Neumann, Paul Norbury

We classify two-variable polynomials which are rational of simple type. These are precisely the two-variable polynomials with trivial homological monodromy.

math.AG1999

Algorithms for polynomials in two variables

Walter D. Neumann, Penelope G. Wightwick

Vladimir Shpilrain and Jie-Tai Yu have asked for an effective algorithm to decide if two elements of C[x,y] are related by an automorphism of C[x,y]. We describe here an efficient…