This book constitutes the refereed proceedings of the 7th International Conference on Reversible Computation, RC 2015, held in Grenoble, France in July 2015. The 19 papers presented together with 1 invited talk were carefully reviewed and selected from 30 submissions. The Conference on Reversible Computation particularly includes the following topics: reversible machines, reversible languages, design and verification of quantum circuits, design of reversible circuits and circuit synthesis.
Mục lục
Invited Paper.- Moment Semantics for Reversible Rule-Based Systems.- Reversible machines.- A Hierarchy of Fast Reversible Turing Machines.- Real-time methods in reversible computation.- Reversible Ordered Restarting Automata.- Reversible Languages.- Garbage Collection for Reversible Functional Languages.- Reverse Code Generation for Parallel Discrete Event Simulation.- Towards a Domain-Specific Language for Reversible Assembly Sequences.- Design and verification of quantum circuits.- Reversibility in Extended Measurement-based Quantum Computation.- A Fully Fault-Tolerant Representation of Quantum Circuits.- Equational reasoning about quantum protocols.- Design of reversible circuits.- Design and Fabrication of a Microprocessor using Adiabatic CMOS and Bennett Clocking.- Improved Algorithms for Debugging Problems on Erroneous Reversible Circuits.- Ricercar: A Language for Describing and Rewriting Reversible Circuits with Ancillae and its Permutation Semantics.- Circuit Synthesis.- Technology Mapping for Single Target Gate based Circuits using Boolean Functional Decomposition.- Towards Code Optimization for Line-aware HDL-based Synthesis of Reversible Circuits.- Synthesis of Quantum Circuits for Dedicated Physical Machine Descriptions.- Short Papers.- Power-Clock Generator Impact on the Performance of NEM-Based Adiabatic Logic Circuits.- A Cost Metric for the Design of Nearest Neighbor Quantum Circuits at the Reversible Logic Level.- Towards modelling of local reversibility.- Application of Functional Decomposition in Synthesis of Reversible Circuits.
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