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You are viewing titles for UNIVERSITY OF NOTRE DAME in the Applied mathematics available through the UMI Dissertations & Thesis Gradwoorks site
 
Stochastic models of collective motion of Myxococcus xanthus
 Predictive modeling of fluid phase equilibria for systems containing ionic liquids
 
Integral boundary invariants for conformally compact Einstein manifolds and generalizations
 Algorithms and data structures for geometric object approximation problems
 
Using continuous limit techniques and stochastic computational modeling to predict the biological behavior of aggregating cells
 On embeddings of computable structures, classes of structures and computable isomorphism
 
Cost density-shaping for stochastic optimal control
 Dynamics of wind sensitive structures
 
Computational complexity of automatic structures
 Continuity properties of the data-to-solution map for the Hunter-Saxton equation
 
Analysis of a family of shallow water waves
 Slow invariant manifolds for reaction-diffusion systems