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The Naito--Okuda--Ouyang Biconcave Red Blood Cell Profile as a Finite-Energy Unbranched Weak Immersion with Point-Force Residues
The axisymmetric profile \(\sinψ(ρ)=c_0ρ\log(ρ/ρ_B)\) introduced by Naito, Okuda, and Ouyang is an exact solution of the unconstrained Helfrich shape equation for every \(ρ>0\), but its mean curvature diverges logarithmically at the dimple center. A covariant local analysis shows that in Cartesian g
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