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Geometric evolution equations and p-harmonic theory with applications in differential geometry.
(2006)
In this dissertation, we consider parabolic (e.g. Ricci flow) and elliptic (e.g. p-harmonic equations) partial differential equations on Riemannian manifolds and use them to study geometric and topological problems. More ...
Projection functions and classes of centrally symmetric convex bodies.
(2000)
We also study averages of projections and show that all convex bodies in Ed are determined by averages of their three dimensional projections. This is in contrast to the case of two dimensional projections where there ...
Orbital integral correspondence for the pair (G2, Sp(1, R)) via the Cauchy Harish-Chandra integral .
(2007)
Abstract not available.
Generalizations of connexions on manifolds and submanifolds /
(The University of Oklahoma., 1970)
Completeness in topological spaces /
(The University of Oklahoma., 1974)
Certain statistics related to time-homogeneous birth and death processes /
(The University of Oklahoma., 1955)
A binary representation for finite Boolean functions /
(The University of Oklahoma., 1970)
Discorso particolare intorno all'unisono
(2016)
Vincenzo Galilei was among the first music theorists to advocate for a new system of tuning based on performance, instead of the mathematical principles of music set fourth by Pythagoras. Pythagorean music theory bases ...
Totally Reflected Groups
(2016-05-13)
A group G is totally reflected if it has a generating set S such that each edge in the Cayley graph Gamma(G,S) is inverted by some color-preserving reflection on the graph. For example, we will show that Coxeter groups and ...