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Day, Sarah - Department of Mathematics, College of William and Mary
A Rigorous Numerical Method in Infinite Dimensions Presented to
Rigorous numerics and the Henon map sday.math03@gtalumni.org
Numerics and the Conley Index: GAIO, CHomP, and two examples
QUANTITATIVE HYPERBOLICITY ESTIMATES IN ONE-DIMENSIONAL DYNAMICS
Rigorous Numerics for Global Dynamics: a study of the Swift-Hohenberg equation
Dynamic Systems and Applications 11 (2002) 87-97 TOWARDS A RIGOROUS NUMERICAL STUDY
Chaotic Symbolic Dynamics Kot-Schaffer Model
August 28, 2003 20:9 WSPC/Trim Size: 9in x 6in for Proceedings dayjungemischaikow TOWARDS AUTOMATED CHAOS VERIFICATION
VALIDATED CONTINUATION FOR EQUILIBRIA OF PDES SARAH DAY, JEAN-PHILIPPE LESSARD, AND KONSTANTIN MISCHAIKOW
PROBABILISTIC AND NUMERICAL VALIDATION OF HOMOLOGY COMPUTATIONS FOR NODAL DOMAINS
A Rigorous Numerical Method in Infinite Dimensions Presented to
ALGORITHMS FOR RIGOROUS ENTROPY BOUNDS AND SYMBOLIC DYNAMICS
Verified Homology Computations for Nodal Domains William D. Kalies
A RIGOROUS NUMERICAL METHOD FOR THE GLOBAL ANALYSIS OF INFINITE DIMENSIONAL
MATH 302: Ordinary Differential Equations TR 9:30-10:50, Jones Hall 306
Topological Characterization of Extinction in a Coupled Ricker Patch Model* Ben Holman and Sarah Day
Coexistence of competing stage-structured populations
