Connor Mooney

activity

20132026

most citedSome singular minimizers in low dimensions in the calculus of variations

32 citations · 78 across the 23 of their papers we have counts for

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Showing 2021Show all

2 papers · 1 filter

math.AP2021

Hilbert's $1 9^{th}$ problem revisited

Connor Mooney

In this survey article we revisit Hilbert's $1 9^{th}$ problem concerning the regularity of minimizers of variational integrals. We first discuss the classical theory (that i…

math.AP2021

A proof by foliation that Lawson's cones are $A_{Φ}$ -minimizing

Connor Mooney, Yang Yang

We give a proof by foliation that the cones over $S^{k} \times S^{l}$ minimize parametric elliptic functionals for each $k, l \geq 1$ . We also analyze the behavior a…

Hilbert's 19th problem revisited

A proof by foliation that Lawson's cones are AΦ​-minimizing

Hilbert's $1 9^{th}$ problem revisited

A proof by foliation that Lawson's cones are $A_{Φ}$ -minimizing