projective geometry, and combinatorial design. I mostly work with functions that have low differential uniformity. These are especially important in cryptography as they offer the highest resistance ...

He came to the University of Wyoming from the University of Oregon. His mathematical interests include projective geometry, codes and designs, non-associative structures, algebraic combinatorics, and ...

ALTHOUGH the metrical part of differential geometry has been studied for two hundred years, the projective aspect received little attention until much later. Perhaps the earliest work on the ...

Finally, the investigation of Betti sequences of projective closures of affine ... often used to study algebraic structures in geometry. Pseudo-Frobenius Element: An element in a numerical ...