High-Order Integration on regular triangulated manifolds reaches Super-Algebraic Approximation Rates through Cubical Re-parameterizations
We present a novel methodology for deriving high-order quadrature rules (HOSQ) designed
for the integration of scalar functions over regular embedded manifolds. To construct the …
for the integration of scalar functions over regular embedded manifolds. To construct the …
Push-Forward Signed Distance Functions enable interpretable and robust continuous shape quantification
We introduce the Push-Forward Signed Distance Morphometric (PF-SDM), a novel method
for shape quantification in biomedical imaging that is continuous, interpretable, and invariant …
for shape quantification in biomedical imaging that is continuous, interpretable, and invariant …