Stephen J. Willson

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The growth of configurations

Stephen J. Willson, S. J. Willson, 1976, Mathematical systems theory.

On convergence of configurations

Stephen J. Willson, 1978, Discret. Math..

Cellular automata can generate fractals

Stephen J. Willson, S. J. Willson, 1984, Discret. Appl. Math..

CSD Homomorphisms between Phylogenetic Networks

Stephen J. Willson, S. J. Willson, 2010, IEEE/ACM Transactions on Computational Biology and Bioinformatics.

Coevolution and Tartarus

Daniel A. Ashlock, Stephen J. Willson, Nicole P. Leahy, 2004, Proceedings of the 2004 Congress on Evolutionary Computation (IEEE Cat. No.04TH8753).

Consistent formulas for estimating the total lengths of trees

Stephen J. Willson, S. J. Willson, 2005, Discret. Appl. Math..

Regular networks are determined by their trees

Stephen J. Willson, 2009 .

Convergence of iterated median rules

Stephen J. Willson, 1989, Comput. Vis. Graph. Image Process..

Robustness of Topological Supertree Methods for Reconciling Dense Incompatible Data

Stephen J. Willson, S. J. Willson, 2009, IEEE/ACM Transactions on Computational Biology and Bioinformatics.

Graph-based evolutionary algorithms

Daniel A. Ashlock, Steven M. Corns, Kenneth Mark Bryden, 2006, IEEE Transactions on Evolutionary Computation.

Money-egalitarian-equivalent and gain-maximin allocations of indivisible items with monetary compensation

Stephen J. Willson, S. J. Willson, 2003, Soc. Choice Welf..

Calculating growth rates and moments for additive cellular automata

Stephen J. Willson, S. J. Willson, 1991, Discret. Appl. Math..

Axioms for the outcomes of negotiation in matrix games

Stephen J. Willson, S. J. Willson, 2000, Math. Soc. Sci..

Robustness of supertree methods for reconciling dense incompatible data

Stephen J. Willson, S. J. Willson, 2007 .

Regular Networks Can be Uniquely Constructed from Their Trees

Stephen J. Willson, 2011, IEEE/ACM Transactions on Computational Biology and Bioinformatics.

On the ergodic theory of cellular automata

Stephen J. Willson, S. J. Willson, 1975, Mathematical systems theory.

Decision Procedures for Openness and Local Injectivity

Stephen J. Willson, 1991, Complex Syst..

Tree-average distances on certain phylogenetic networks have their weights uniquely determined

Stephen J. Willson, S. J. Willson, 2012, Algorithms for Molecular Biology.

Limiting Shapes for Configurations

Stephen J. Willson, 1977, J. Comput. Syst. Sci..

Long-Term Behavior in the Theory of Moves

Stephen J. Willson, S. J. Willson, 1998 .

A value for partially defined cooperative games

Stephen J. Willson, S. J. Willson, 1993 .

Unique Solvability of Certain Hybrid Networks from Their Distances

Stephen J. Willson, S. J. Willson, 2006 .

Building Phylogenetic Trees from Quartets by Using Local Inconsistency Measures

Stephen J. Willson, S. J. Willson, 1999 .

The equality of fractional dimensions for certain cellular automata

Stephen J. Willson, 1987 .

Evaluations of fractal geometry and invariant moments for shape classification of corn germplasm

Manjit K. Misra, Stephen J. Willson, Suranjan Panigrahi, 1998 .

Growth rates and fractional dimensions in cellular automata

Stephen J. Willson, S. J. Willson, 1984 .

A Higher Order Parsimony Method to Reduce Long-Branch Attraction

Stephen J. Willson, S. J. Willson, 1999 .

Computing fractal dimensions for additive cellular automata

Stephen J. Willson, 1987 .

A USE OF CELLULAR AUTOMATA TO OBTAIN FAMILIES OF FRACTALS

Stephen J. Willson, S. J. Willson, 1986 .

Reconstruction of Certain Phylogenetic Networks from Their Tree-Average Distances

Stephen J. Willson, S. J. Willson, Stephen J Willson, 2013, Bulletin of Mathematical Biology.

Properties of Normal Phylogenetic Networks

Stephen J. Willson, S. J. Willson, Stephen J Willson, 2010, Bulletin of mathematical biology.

Unique Determination of Some Homoplasies at Hybridization Events

Stephen J. Willson, S. J. Willson, Stephen J Willson, 2007, Bulletin of mathematical biology.