NewEvery arXiv paper, its researchers & institutions — mapped.
papers

Publications (19)

math.AC2004

Integral closures of ideals in completions of regular local domains

William Heinzer, Christel Rotthaus, Sylvia Wiegand

math.AC2014

The Rees Valuations of Complete Ideals in a Regular Local Ring

William Heinzer, Mee-Kyoung Kim

math.AC2017

Noetherian intersections of regular local rings of dimension two

William Heinzer, Bruce Olberding

math.AC2005

Generic fiber rings of mixed power series/polynomial rings

William Heinzer, Christel Rotthaus, Sylvia Wiegand

math.AC2016

Blowing Up Finitely Supported Complete Ideals in a Regular Local Ring

William Heinzer, Youngsu Kim, Matthew Toeniskoetter

math.AC2007

Projectively full ideals in Noetherian rings, a survey

Catalin Ciuperca, William Heinzer, Jack Ratliff +1

math.AC2005

The Gorenstein and complete intersection properties of associated graded rings

William Heinzer, Mee-Kyoung Kim, Bernd Ulrich

math.AC2016

Directed Unions of Local Quadratic Transforms of a Regular Local Ring

William Heinzer, Mee-Kyoung Kim, Matthew Toeniskoetter

math.AC2018

The tree of quadratic transforms of a regular local ring of dimension two

William Heinzer, K. Alan Loper, Bruce Olberding

math.AC2008

The Goto numbers of parameter ideals

William Heinzer, Irena Swanson

math.AC2014

Formal Fibers of Prime Ideals in Polynomial Rings

William Heinzer, Christel Rotthaus, Sylvia Wiegand

math.AC2015

Asymptotic properties of infinite directed unions of local quadratic transforms

William Heinzer, Bruce Olberding, Matthew Toeniskoetter

math.AC2017

Abhyankar's Work on Dicritical Divisors

William Heinzer, David Shannon

math.AC2014

Examples of non-Noetherian domains inside power series rings

William Heinzer, Christel Rotthaus, Sylvia Wiegand

math.AC2014

Excellent Normal Local Domains and Extensions of Krull Domains

William Heinzer, Christel Rotthaus, Sylvia Wiegand

math.AC2014

Finitely Supported *-Simple Complete Ideals in a Regular Local Ring

William Heinzer, Mee-Kyoung Kim, Matthew Toeniskoetter

math.AC2002

A generalized Dedekind-Mertens lemma and its converse

Alberto Corso, William Heinzer, Craig Huneke

math.AC2017

Directed unions of local quadratic transforms of regular local rings and pullbacks

Lorenzo Guerrieri, William Heinzer, Bruce Olberding +1

math.AC2004

Well-centered overrings of an integral domain

William Heinzer, Moshe Roitman