P. Goldstein

activity

19952021

most citedIsothermic surfaces in $\E^3$ as soliton surfaces

99 citations · 151 across the 11 of their papers we have counts for

collaborators

Showing 2017Show all

2 papers · 1 filter

math-ph2017

The Painlevé property of $C P^{N - 1}$ sigma models

P P Goldstein, A M Grundland

We test the $C P^{N - 1}$ sigma models for the Painlevé property. While the construction of finite action solutions ensures their meromorphicity, the general case requires te…

math-ph2017★ 3 cited

On a stack of surfaces obtained from the $C P^{N - 1}$ sigma models

P P Goldstein, A M Grundland

Under the assumption that the $C P^{N - 1}$ sigma model is defined on the Riemann sphere and its action functional is finite, we derive surfaces induced by surfaces and we de…

The Painlevé property of CPN−1 sigma models

On a stack of surfaces obtained from the CPN−1 sigma models

The Painlevé property of $C P^{N - 1}$ sigma models

On a stack of surfaces obtained from the $C P^{N - 1}$ sigma models