activity
20122020
most citedCan Mean-Curvature Flow Be Made Non-Singular?

4 citations · 8 across the 6 of their papers we have counts for

collaborators

6 papers

cs.CV20202 cited

Efficient Spatially Adaptive Convolution and Correlation

Thomas W. Mitchel, Benedict Brown, David Koller +3

Fast methods for convolution and correlation underlie a variety of applications in computer vision and graphics, including efficient filtering, analysis, and simulation. However, s…

math.AP2020

Non-Convex Planar Harmonic Maps

Shahar Z. Kovalsky, Noam Aigerman, Ingrid Daubechies +3

We formulate a novel characterization of a family of invertible maps between two-dimensional domains. Our work follows two classic results: The Radó-Kneser-Choquet (RKC) theorem, w…

cs.CG20161 cited

Geodesics using Waves: Computing Distances using Wave Propagation

Ayushi Sinha, Michael Kazhdan

In this paper, we present a new method for computing approximate geodesic distances. We introduce the wave method for approximating geodesic distances from a point on a manifold me…

cs.CV20141 cited

Automatic Annotation of Axoplasmic Reticula in Pursuit of Connectomes using High-Resolution Neural EM Data

Ayushi Sinha, William Gray Roncal, Narayanan Kasthuri +3

Accurately estimating the wiring diagram of a brain, known as a connectome, at an ultrastructure level is an open research problem. Specifically, precisely tracking neural processe…

cs.CV2014

Automatic Annotation of Axoplasmic Reticula in Pursuit of Connectomes

Ayushi Sinha, William Gray Roncal, Narayanan Kasthuri +8

In this paper, we present a new pipeline which automatically identifies and annotates axoplasmic reticula, which are small subcellular structures present only in axons. We run our…

math.DG20124 cited

Can Mean-Curvature Flow Be Made Non-Singular?

Michael Kazhdan, Jake Solomon, Mirela Ben-Chen

This work considers the question of whether mean-curvature flow can be modified to avoid the formation of singularities. We analyze the finite-elements discretization and demonstra…