Dylanger S. Pittman

activity

20162023

R^{n}

with Volume and Perimeter Densities

r^{m}

and

r^{k}

5 citations · 11 across the 7 of their papers we have counts for

collaborators

Showing 2016Show all

2 papers · 1 filter

math.MG2016★ 1 cited

The Log Convex Density Conjecture in Hyperbolic Space

Leonardo Di Giosia, Jahangir Habib, Lea Kenigsberg +2

The isoperimetric problem with a density or weighting seeks to enclose prescribed weighted area with minimum weighted perimeter. According to Chambers' recent proof of the Log Conv…

math.MG2016★ 5 cited

Balls Isoperimetric in $R^{n}$ with Volume and Perimeter Densities $r^{m}$ and $r^{k}$

Leonardo Di Giosia, Jahangir Habib, Lea Kenigsberg +2

We have discovered a "little" gap in our proof of the sharp conjecture that in $R^{n}$ with volume and perimeter densities $r^{m}$ and $r^{k}$ , balls about the origin are unique…

The Log Convex Density Conjecture in Hyperbolic Space

Balls Isoperimetric in Rn with Volume and Perimeter Densities rm and rk

Balls Isoperimetric in $R^{n}$ with Volume and Perimeter Densities $r^{m}$ and $r^{k}$