Synthetic control methods are commonly applied in empirical research to estimate the
effects of treatments or interventions on aggregate outcomes. A synthetic control estimator …

A constrained Delaunay tetrahedralization of a domain in R3 is a tetrahedralization such that
it respects the boundaries of this domain, and it has properties similar to those of a Delaunay …

Due to recent advances in high-speed 3D laser-scanning technologies, the set of dense
points collected from the external boundary surface of a physical object, often referred to as …

This paper studies the problem of point cloud simplification by searching for a subset of the
original input data set according to a specified data reduction ratio (desired number of …

In this article, we study the generation of maximal Poisson-disk sets with varying radii. First,
we present a geometric analysis of gaps in such disk sets. This analysis is the basis for …

In this paper, we propose a robust and efficient Lagrangian approach, which we call
Delaunay deformable models, for modeling moving surfaces undergoing large deformations …

When implementing Delaunay tessellation in 3D, a number of engineering decisions must
be made about update and location algorithms, arithmetics, perturbations, and …

Three‐dimensional boundary recovery is a fundamental problem in mesh generation. In this
paper, we propose a practical algorithm for solving this problem. Our algorithm is based on …

Incremental algorithms are among the most popular approaches for Delaunay triangulation,
and the point insertion sequence has a substantial impact on the amount of work needed to …

In this paper, we present a parallel Image-to-Mesh Conversion (I2M) algorithm with quality
and fidelity guarantees achieved by dynamic point insertions and removals. Starting directly …