Pradip Kumar

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math.DG2026

Higher genus Angel surfaces

Rivu Bardhan, Indranil Biswas, Shoichi Fujimori +1

We prove the existence of complete minimal surfaces in $R^{3}$ of arbitrary genus $p \geq 1$ and least total absolute curvature with precisely two ends -- one catenoidal…

math.DG2026

Equivariant finite energy proper minimal surfaces in $CH^{2}$

Indranil Biswas, Pradip Kumar, John Loftin

Given a noncompact Riemann surface $I^£_{0} = I^£ ∖ P$ , where $P$ is a finite subset of a compact connected Riemann surface $I^£$ , and a reductive representation $Ï\,:\,Ï_1(…

Higher genus Angel surfaces

Equivariant finite energy proper minimal surfaces in CH2

Equivariant finite energy proper minimal surfaces in $CH^{2}$