James J. Heffers

activity

20162019

most citedA Property of Upper Level Sets of Lelong Numbers of Currents on

P^{2}

7 citations · 7 across the 3 of their papers we have counts for

collaborators

3 papers

math.CV2019

Lelong Numbers of Bidegree (1,1) Currents on Multiprojective Spaces

Dan Coman, James Heffers

Let $T$ be a positive closed current of bidegree $(1, 1)$ on a multiprojective space $X = P^{n_{1}} \times \dots \times P^{n_{k}}$ . For certain values of $α$ , which depen…

math.CV2017

On Lelong Numbers of Positive Closed Currents on $P^{n}$

James J. Heffers

Let $T$ be a positive closed current of bidimension $(p, p)$ with unit mass on the complex projective space $P^{n}$ . For certain values of $α$ and $β = β (p, α)$ we show that if…

math.CV2016★ 7 cited

A Property of Upper Level Sets of Lelong Numbers of Currents on $P^{2}$

James J. Heffers

Let $T$ be a positive closed current of bidimension $(1, 1)$ with unit mass on the complex projective space $P^{2}$ . For $α > 2/5$ and $β = (2 - 2 α) /3$ we show that if $T$ has fou…

Lelong Numbers of Bidegree (1,1) Currents on Multiprojective Spaces

On Lelong Numbers of Positive Closed Currents on Pn

A Property of Upper Level Sets of Lelong Numbers of Currents on P2

On Lelong Numbers of Positive Closed Currents on $P^{n}$

A Property of Upper Level Sets of Lelong Numbers of Currents on $P^{2}$