Jarvis March (Gift Wrapping) Algorithm (jarvis_march_algorithm.py) QuickHull Algorithm (quick_hull_algorithm.py) Divide and Conquer Approach (divide_and_conquer_algorithm.py) Incremental Algorithm ...

Abstract: Convex hull is one of the important part of computational geometry. Many applications have used this method as part of their system. In this research, the novel Q-scanning of convex hull ...

Abstract: The calculation of relative convex hulls is a special subject in computational geometry (shortest paths), in image analysis (calculation of features), in robotics (shortest path of a robot ...

Is your feature request related to a problem or challenge? The Convex Hull algorithm is an essential concept in computational geometry, used to find the smallest convex polygon that encloses a given ...

Convex geometry and point set configurations form a pivotal area of research in computational geometry, where the primary focus is the study of convex sets and the intricate arrangements of points in ...

We show that the random point measures induced by vertices in the convex hull of a Poisson sample on the unit ball, when properly scaled and centered, converge to those of a mean zero Gaussian field.

Psychological measurement plays a vital role in many areas of science. Traditional methods for developing and scoring measurement instruments require large sets of human responses, making them ...