Boyle, Mike - Department of Mathematics, University of Maryland at College Park

• A dimension group for local homeomorphisms and endomorphisms of onesided shifts of finite type
• SHIFTS OF FINITE TYPE WITHOUT EQUAL ENTROPY FULL SHIFT FACTORS
• GROUP SHIFTS AND BERNOULLI FACTORS MIKE BOYLE AND MICHAEL SCHRAUDNER
• JOINTLY PERIODIC POINTS IN CELLULAR AUTOMATA: COMPUTER EXPLORATIONS AND CONJECTURES
• PUTNAM'S RESOLVING MAPS IN DIMENSION ZERO Abstract. A block code from an irreducible shift of finite type can be lifted
• SMALL POLYNOMIAL MATRIX PRESENTATIONS OF NONNEGATIVE MATRICES
• POSITIVE K-THEORY AND SYMBOLIC DYNAMICS Abstract. This article is an exposition of the positive K-theory approach to
• FLOW EQUIVALENCE OF SHIFTS OF FINITE TYPE VIA POSITIVE FACTORIZATIONS
• CORRIGENDUM MIKE BOYLE AND ALEJANDRO MAASS
• ALMOST ISOMORPHISM FOR COUNTABLE STATE MARKOV MIKE BOYLE, JEROME BUZZI, AND RICARDO GOMEZ
• EXPANSIVE INVERTIBLE ONESIDED CELLULAR AUTOMATA MIKE BOYLE AND ALEJANDRO MAASS
• EXPANSIVE INVERTIBLE ONESIDED CELLULAR AUTOMATA MIKE BOYLE AND ALEJANDRO MAASS
• PUTNAM'S RESOLVING MAPS IN DIMENSION ZERO Abstract. A block code from an irreducible shift of finite type can be lifted
• TRANSACTIONS OF THE AMERICAN MATHEMATICAL SOCIETY
• SYMBOLIC EXTENSION ENTROPY: C r EXAMPLES, PRODUCTS AND FLOWS
• EQUIVARIANT FLOW EQUIVALENCE FOR SHIFTS OF FINITE TYPE, BY MATRIX EQUIVALENCE OVER
• FACTORING FACTOR MAPS Abstract. A noninjective boundedtoone factor map from an irreducible shift of
• POSITIVE ALGEBRAIC KTHEORY SHIFTS OF FINITE TYPE
• TRANSACTIONS OF THE AMERICAN MATHEMATICAL SOCIETY
• POSITIVE ALGEBRAIC K-THEORY SHIFTS OF FINITE TYPE
• SMALL POLYNOMIAL MATRIX PRESENTATIONS OF NONNEGATIVE MATRICES
• ALGEBRAIC ASPECTS SYMBOLIC DYNAMICS
• SYMBOLIC EXTENSION ENTROPY: Cr PRODUCTS AND FLOWS
• HIDDEN MARKOV PROCESSES IN THE CONTEXT OF SYMBOLIC DYNAMICS
• ALMOST ISOMORPHISM FOR COUNTABLE STATE MARKOV MIKE BOYLE, JEROME BUZZI, AND RICARDO GOMEZ
• EQUIVARIANT FLOW EQUIVALENCE FOR SHIFTS OF FINITE TYPE, BY MATRIX EQUIVALENCE OVER
• FLOW EQUIVALENCE OF SHIFTS OF FINITE TYPE VIA POSITIVE FACTORIZATIONS
• PUTNAM'S RESOLVING MAPS IN DIMENSION ZERO MIKE BOYLE
• POSITIVE ALGEBRAIC K-THEORY AND
• EQUIVARIANT FLOW EQUIVALENCE FOR SHIFTS OF FINITE TYPE, BY MATRIX EQUIVALENCE OVER
• CORRIGENDUM MIKE BOYLE AND ALEJANDRO MAASS
• PERIODIC POINTS FOR ONTO CELLULAR AUTOMATA MIKE BOYLE AND BRUCE KITCHENS
• Orbit equivalence, flow equivalence and ordered cohomology Mike Boyle and David Handelman
• BOUNDED TOPOLOGICAL ORBIT EQUIVALENCE AND C \Lambda ALGEBRAS
• FLOW EQUIVALENCE OF SHIFTS OF FINITE TYPE VIA POSITIVE FACTORIZATIONS
• POSITIVE K-THEORY AND SYMBOLIC DYNAMICS Abstract. This article is an exposition of the positive K-theory approach to
• PERIODIC POINTS FOR ONTO CELLULAR AUTOMATA MIKE BOYLE AND BRUCE KITCHENS
• PERIODIC POINTS FOR ONTO CELLULAR AUTOMATA MIKE BOYLE AND BRUCE KITCHENS
• POSITIVE K-THEORY AND SYMBOLIC DYNAMICS MIKE BOYLE
• EXPANSIVE INVERTIBLE ONESIDED CELLULAR AUTOMATA MIKE BOYLE AND ALEJANDRO MAASS
• CORRIGENDUM MIKE BOYLE AND ALEJANDRO MAASS