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Tapp, Kristopher - Department of Mathematics and Computer Science, Suffolk University
INVARIANT METRICS WITH NONNEGATIVE CURVATURE ON COMPACT LIE GROUPS
BOUNDED RIEMANNIAN SUBMERSIONS KRISTOPHER TAPP
VOLUME GROWTH AND HOLONOMY IN NONNEGATIVE KRISTOPHER TAPP
FLATS IN RIEMANNIAN SUBMERSIONS FROM LIE GROUPS KRISTOPHER TAPP
QUASI-POSITIVE CURVATURE ON HOMOGENEOUS BUNDLES KRISTOPHER TAPP
CONDITIONS FOR NONNEGATIVE CURVATURE ON VECTOR BUNDLES AND SPHERE BUNDLES
INVARIANT METRICS WITH NONNEGATIVE CURVATURE ON SO(4) AND OTHER LIE GROUPS
NONNEGATIVELY CURVED VECTOR BUNDLES WITH LARGE NORMAL HOLONOMY GROUPS
OBSTRUCTION TO POSITIVE CURVATURE ON HOMOGENEOUS KRISTOPHER TAPP
RIGIDITY FOR NONNEGATIVELY CURVED METRICS ON S2 KRISTOPHER TAPP
NONNEGATIVELY AND POSITIVELY CURVED INVARIANT METRICS ON CIRCLE BUNDLES
NONNEGATIVELY CURVED METRICS ON S2 DETLEF GROMOLL AND KRISTOPHER TAPP
FINITENESS THEOREMS FOR SUBMERSIONS AND SOULS KRISTOPHER TAPP
THE GEOMETRY OF OPEN MANIFOLDS OF NONNEGATIVE CURVATURE Ph.D. Thesis, University of Pennsylvania, 1999
