Monte Carlo Second Run Code: Reconstruction and Analysis Mark Priestley & Thomas Haigh www.EniacInAction.com January 2016 This document provides a detailed and comprehensive reconstruction of the ENIAC code used by Nick

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CANONICAL EXTENSIONS OF STONE AND DOUBLE STONE ALGEBRAS: THE NATURAL WAY M. Haviar and H. A. Priestley Dedicated to Tibor Katriˇ na

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Natural extensions and profinite completions of algebras B. A. Davey, M. J. Gouveia, M. Haviar & H. A. Priestley

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Piggyback dualities revisited B. A. Davey, M. Haviar, and H. A. Priestley Dedicated to the memory of Ervin Fried and Jiri Sichler Abstract. In natural duality theory, the piggybacking technique is a valuable tool for con

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DUALITIES, NATURAL AND OTHERWISE Hilary Priestley Mathematical Institute, University of Oxford GAIA 2013

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PROFINITE COMPLETIONS AND CANONICAL EXTENSIONS OF SEMILATTICE REDUCTS OF DISTRIBUTIVE LATTICES M.J. GOUVEIA AND H.A. PRIESTLEY Abstract. A bounded distributive lattice L has two unital semilattice reducts, denoted L∧ a

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DISTRIBUTIVITY OF THE NORMAL COMPLETION, AND ITS PRIESTLEY REPRESENTATION ˇ PULTR RICHARD N. BALL AND ALES Abstract. The normal, or Dedekind-MacNeille, completion δ(L) of a distributive lattice L need not be distributi

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IWG Data Analysis Action Items List Resolution Priority Priestley

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• Pattern matching
• Regular expression

TAME PARTS OF FREE SUMMANDS IN COPRODUCTS OF PRIESTLEY SPACES ˇ PULTR, AND JIR ˇ ´I SICHLER RICHARD N. BALL, ALES Abstract. It is well known that a sum (coproduct) of a family {Xi : i ∈ I} of Priestley spaces is a c

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MORE ON CONFIGURATIONS IN PRIESTLEY SPACES, AND SOME NEW PROBLEMS ˘ PULTR, AND JIRI ˘ SICHLER RICHARD N. BALL, ALES

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