Organisation

Korteweg-de Vries Institute for Mathematics

Pagina-navigatie:

Current research

(the most recent research is at the top)
Financier	Moduli spaces from the geometric Langlands programme
Secretariat	Adaptive solution methods for First Order System Least Squares
Secretariat	From Molecules to Crystals: Understanding the Key Factors that Govern the Observation of Crystal Structures
Secretariat	The Geometry of the Moduli Spaces of K3 Surfaces
Secretariat	Nonobtuse and Acute Simplices and Triangulations
Secretariat	A topological viewpoint on integrable hierarchies associated to Frobenius manifolds
Secretariat	Double affine Hecke algebras, Integrable Models and Enumerative Combinatorics
Secretariat	Adaptive wavelet methods for operator equations: Tensor product approximations
Secretariat	Modular Forms and Cohomology of Moduli Spaces
Secretariat	A Study on Queues and Levy Processes
Secretariat	Intersection theory of the moduli space of curves
Secretariat	Didactics
Secretariat	Stochastics and Financial Mathematics
Secretariat	Analysis
Secretariat	Algebra and Geometry