Finite-gap minimal Lagrangian surfaces in CP²
classification
🧮 math.DG
nlin.SI
keywords
lagrangianminimalalgebraicbaker-akhiezerconstructingcurvesdiagonalfinite-gap
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In this paper we suggest a method for constructing minimal Lagrangian immersions of $R^2$ in $CP^2$ with induced diagonal metric in terms of Baker-Akhiezer functions of algebraic curves.
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