Organisations
Department of Pharmaceutical analysis Ghent University
Dept. of Functional Analysis Vrije Universiteit Brussel
Topic : Non archimedean locally convex spaces : General study and application to concrete spaces
Mathematical Analysis Vrije Universiteit Brussel
TOPIC A : p-adic analysis (Van Hamme L.) : Normal bases in the space of continuous functions : The p-adic moment problem : Application of p-adic analysis to number theory - - TOPIC B : ring theory (Caenepeel S. ) : Computing the Brauer-Long group ofa Hopf algebra : Computing Taylor's extended Brauer group : Clifford theory for infinite dimensional Hopf algebra's - - TOPIC C : Institutional research (Geivaerts M.) : Research in higher ...
Natural Products & Food Research and Analysis - Pharmaceutical Technology (NatuRAPT) University of Antwerp
Natural Products and Food - Research and Analysis (NatuRA) University of Antwerp
NUMA, Numerical Analysis and Applied Mathematics Section KU Leuven
NUMERICAL APPROXIMATION AND NUMERICAL LINEAR ALGEBRA GROUP (A. Bultheel): * Fast and stable algorithms to solve many problems in mathematics connected to continued fractions, orthogonal functions, rational approximation & interpolation, etc. with applications in signal processing, linear systems, etc.. * Numerical solution of recurrence relations with continued fractions. * Fast and stable algorithms to solve structured linear systems of ...
Numerical Analysis and Applied Mathematics (NUMA) KU Leuven
NUMERICAL APPROXIMATION AND NUMERICAL LINEAR ALGEBRA GROUP (A. Bultheel): * Fast and stable algorithms to solve many problems in mathematics connected to continued fractions, orthogonal functions, rational approximation & interpolation, etc. with applications in signal processing, linear systems, etc.. * Numerical solution of recurrence relations with continued fractions. * Fast and stable algorithms to solve structured linear systems of ...
p-adic Analysis Vrije Universiteit Brussel
The research unit PEAD studies Non-archimedean functional analysis. The term "non-archimedean" refers to the fact that the scalars, which in classical functional analysis are real or complex numbers, are now elements of a valued field K with non-archimedean valuation. I.e. a valuation that satisfies the strong triangle inequality |x+y| £ Max{|x|, |y|}. The best known examples of such fields are the fields of p-adic numbers, p a prime number ...
Pharmaceutical Analysis KU Leuven
The laboratory develops methods for analysis of drugs. The techniques used are mainly chromatography and electrophoresis.