11 citations · 12 across the 4 of their papers we have counts for
4 papers
Extensions of submanifold theory to non-real settings, with applications
Victor Pessers
In this thesis, we study extensions of the theory of Riemannian submanifolds in two directions. First, we will show how Riemannian geometry and submanifold theory in particular, ca…
On holomorphic Riemannian geometry and submanifolds of Wick-related spaces
Victor Pessers, Joeri Van der Veken
In this article we show how holomorphic Riemannian geometry can be used to relate certain submanifolds in one pseudo-Riemannian space to submanifolds with corresponding geometric p…
Expansion systems
V. A. Pessers
In this master's thesis, we introduce expansion systems as a general framework to describe a large variety of approximation algorithms, such as Taylor approximation, decimal expans…
Approximation systems
Victor A. Pessers, Tom H. Koornwinder
We introduce the notion of an approximation system as a generalization of Taylor approximation, and we give some first examples. Next we develop the general theory, including error…