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Streets, Jeff - Department of Mathematics, Princeton University
HERMITIAN CURVATURE FLOW JEFFREY STREETS AND GANG TIAN
EXISTENCE OF COMPLETE CONFORMAL METRICS OF NEGATIVE RICCI CURVATURE ON MANIFOLDS WITH
REGULARITY RESULTS FOR PLURICLOSED FLOW JEFFREY STREETS AND GANG TIAN
SOME REMARKS ON CONNECTION RICCI FLOW JEFFREY STREETS
THE GRADIENT FLOW OF THE L2 CURVATURE ENERGY NEAR THE ROUND SPHERE
ASYMPTOTIC CURVATURE DECAY AND REMOVAL OF SINGULARITIES OF BACH-FLAT METRICS
J Geom Anal (2008) 18: 249271 DOI 10.1007/s12220-007-9000-0
RICCI YANG-MILLS FLOW ON SURFACES JEFFREY STREETS
SYMPLECTIC CURVATURE FLOW JEFFREY STREETS AND GANG TIAN
THE LONG TIME BEHAVIOR OF FOURTH ORDER CURVATURE JEFFREY STREETS
PARABOLIC OPTIMAL TRANSPORT EQUATIONS ON YOUNG-HEON KIM, JEFFREY STREETS AND MICAH WARREN
SINGULARITIES OF RENORMALIZATION GROUP FLOWS JEFFREY STREETS
RICCI YANG-MILLS FLOW Jeffrey D. Streets
Ann. Inst. Fourier, Grenoble 00, 0 (XXXX) 000-000
THE GRADIENT FLOW OF THE L2 CURVATURE FUNCTIONAL WITH SMALL INITIAL ENERGY
REGULARITY RESULTS FOR PLURICLOSED FLOW JEFFREY STREETS AND GANG TIAN
THE GRADIENT FLOW OF THE L2 CURVATURE ENERGY ON SURFACES
