Chris Lennard

Every nonreflexive subspace of $L_1[0,1]$ fails the fixed point property

Patrick N. Dowling, Chris Lennard · Proceedings of the American Mathematical Society · 1997 · 59 citations · Full text

Convex Subsets, Fixed Point Property, Functional Analysis +1

Reflexivity and the Fixed-Point Property for Nonexpansive Maps

Patrick N. Dowling, Chris Lennard, B. Turett · Journal of Mathematical Analysis and Applications · 1996 · 43 citations

Set-theoretic Topology, Topological Property, Partially Ordered Set +2

The fixed point property for subsets of some classical Banach spaces

Patrick N. Dowling, Chris Lennard, B. Turett · Nonlinear Analysis · 2002 · 19 citations

Classical Banach Spaces, Fixed Point Property, Functional Analysis

Unique reconstruction of band-limited signals by a Mallat-Zhong wavelet transform algorithm

Charles Kicey, Chris Lennard · Journal of Fourier Analysis and Applications · 1997 · 16 citations

Band-limited Signals, Engineering, Filter Bank +8

Some fixed point results in l1 and c0

Patrick N. Dowling, Chris Lennard, B. Turett · Nonlinear Analysis · 2000 · 14 citations

Singularly Perturbed Problem, Geometric Singular Perturbation Theory, Fixed Point Results +2