qualapprox
Qualapprox refers to a family of algorithms used in computational geometry and other fields for approximating the quality of geometric objects or computations. The term itself is a portmanteau of "quality" and "approximation." These algorithms are often employed when exact computations are computationally too expensive or impossible due to floating-point precision issues.
The core idea behind qualapprox is to provide a probabilistic guarantee or a bound on the error
A common application of qualapprox is in mesh generation. For instance, when generating a mesh for a
The development of qualapprox algorithms often involves techniques from randomized algorithms, computational geometry, and numerical analysis.