I. McGillivray

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20112021

most citedAn isoperimetric inequality in the plane with a log-convex density

1 citations · 1 across the 4 of their papers we have counts for

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math.AP2017

A weighted isoperimetric inequality on the hyperbolic plane

I. McGillivray

We prove a counterpart of the log-convex density conjecture in the hyperbolic plane.

math.AP2011

Riesz-type inequalities and maximum flux exchange flow

I E McGillivray

Let $D$ stand for the open unit disc in $R^{d}$ ( $d \geq 1$ ) and $(D, B, m)$ for the usual Lebesgue measure space on $D$ . Let $H$ stand for the real Hil…