B. Harbourne

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19952020

most citedAre symbolic powers highly evolved?

97 citations · 523 across the 45 of their papers we have counts for

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math.AG2013

Very general monomial valuations of $P^{2}$ and a Nagata type conjecture

Marcin Dumnicki, Brian Harbourne, Alex Küronya +2

It is well known that multi-point Seshadri constants for a small number $s$ of points in the projective plane are submaximal. It is predicted by the Nagata conjecture that their va…

math.AG2013

Regina Lectures on Fat Points

Susan Cooper, Brian Harbourne

These notes are a record of lectures given in the Workshop on Connections Between Algebra and Geometry at the University of Regina, May 29--June 1, 2012. The lectures were meant as…

math.AG2013★ 6 cited

Containment Counterexamples for ideals of various configurations of points in $P^{N}$

Brian Harbourne, Alexandra Seceleanu

When $I$ is the radical homogeneous ideal of a finite set of points in projective $N$ -space, $P^{N}$ , over a field $K$ , it has been conjectured that $I^{(r N - N + 1)}$ should be co…

Very general monomial valuations of P2 and a Nagata type conjecture

Regina Lectures on Fat Points

Containment Counterexamples for ideals of various configurations of points in PN

Very general monomial valuations of $P^{2}$ and a Nagata type conjecture

Containment Counterexamples for ideals of various configurations of points in $P^{N}$