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Titlebook: Reversible Computation; 5th International Co Gerhard W. Dueck,D. Michael Miller Conference proceedings 2013 Springer-Verlag Berlin Heidelbe

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Identities in Modular Arithmetic from Reversible Coherence Operations whose structural isomorphisms manipulate modulo classes of natural numbers. We demonstrate that the coherence properties that usually allow us to ignore these structural isomorphisms in fact correspond to countably infinite families of non-trivial identities in modular arithmetic. Further, proving
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Reducing the Depth of Quantum Circuits Using Additional Circuit Linesthe whole circuit. In both cases, we incorporate the idea of exploiting additional circuit lines which are used in order to split a chain of serial gates. Our optimization techniques enable a concurrent application of gates which significantly reduces the depth of the circuit. Experiments show that
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Alexander S. Green,Peter LeFanu Lumsdaine,Neil J. Ross,Peter Selinger,Benoît Valironnvironmental laws or do we need to reorient and redesign the existing institutions. In this context, the paper identifies the problems of environmental compliance and enforcement and reflects on efforts to build capacity of various stakeholders involved in the implementation of environmental laws at
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