
This work explores Finsler manifolds as a generalization of Riemannian manifolds and derives a novel Finsler-Laplace-Beltrami Operator (FLBO) that can be used as a theoretically justified alternative to traditional anisotropic Laplace-Beltrami operators (ALBOs) for spatial filtering and shape correspondence estimation.


coremsg

finsler-geometry-for-anisotropic-shape-analysis-deriving-a-novel-finsler-laplace-beltrami-operator


Finsler Geometry for Anisotropic Shape Analysis: Deriving a Novel Finsler-Laplace-Beltrami Operator


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Penner 좌표에서의 메트릭 최적화의 중요성과 유용성


penner-coordinates에서의-측정-최적화


Penner Coordinates에서의 측정 최적화



Penner coordinates play a crucial role in solving optimization problems involving metrics, ensuring solution existence guarantees.


penner-coordinates-metric-optimization-study


Penner Coordinates Metric Optimization Study



The authors explore the use of Penner coordinates to solve metric optimization problems, focusing on conformal mapping and angle constraints.


Metric-Optimization-in-Penner-Coordinates-Conformal-Mapping-and-Constraints


Metric Optimization in Penner Coordinates: Conformal Mapping and Constraints
