This dissertation treats various topics in the theory of Siegel modular forms on congruence subgroups of large level. In the first part, we compute a second moment of the spinor L-function at the central point and give ...
The present thesis embraces two major areas of mathematics, namely group theory (especially growth in finite groups) and graph theory (especially the graph isomorphism problem). Several results are presented coming from ...
The aim of this dissertation is to use relative higher index theory to study
questions of existence and classification of positive scalar curvature metrics
on manifolds with boundary. First we prove a theorem relating ...
We consider statistical inverse problems with statistical noise. By using regularization methods one can approximate the true solution of the inverse problem by a regularized solution. The previous investigation of convergence ...
Cell differentiation is a complex process orchestrated by sets of regulators appearing at precise temporal points, resulting in regulatory cascades that affect the expression of broader sets of genes, ending up in the ...