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Reversible Computation

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Table of Contents

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    Book Overview
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    Chapter 1 Efficient Algorithms for Universal Quantum Simulation
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    Chapter 2 Reversible Delay-Insensitive Distributed Memory Modules
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    Chapter 3 Energy Recovery and Logical Reversibility in Adiabatic CMOS Multiplier
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    Chapter 4 Comparing CMOS-Based and NEMS-Based Adiabatic Logic Circuits
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    Chapter 5 Strength of the Reversible, Garbage-Free 2 k ±1 Multiplier
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    Chapter 6 Constant-Factor Optimization of Quantum Adders on 2D Quantum Architectures
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    Chapter 7 Garbage-Free Reversible Constant Multipliers for Arbitrary Integers
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    Chapter 8 Identities in Modular Arithmetic from Reversible Coherence Operations
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    Chapter 9 Reversible Representation and Manipulation of Constructor Terms in the Heap
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    Chapter 10 An Introduction to Quantum Programming in Quipper
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    Chapter 11 On the “Q” in QMDDs: Efficient Representation of Quantum Functionality in the QMDD Data-Structure
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    Chapter 12 Modelling of Bonding with Processes and Events
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    Chapter 13 Universal Gates in Other Universes
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    Chapter 14 Time-Symmetric Machines
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    Chapter 15 Reversible Circuit Synthesis of Symmetric Functions Using a Simple Regular Structure
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    Chapter 16 White Dots do Matter: Rewriting Reversible Logic Circuits
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    Chapter 17 Exploiting Negative Control Lines in the Optimization of Reversible Circuits
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    Chapter 18 Reducing the Depth of Quantum Circuits Using Additional Circuit Lines
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    Chapter 19 Quantum Process Calculus for Linear Optical Quantum Computing
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    Chapter 20 Logically and Physically Reversible Natural Computing: A Tutorial
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Reversible Computation
Published by
Springer Berlin Heidelberg, June 2013
DOI 10.1007/978-3-642-38986-3
978-3-64-238985-6, 978-3-64-238986-3

Dueck, Gerhard W., Miller, D. Michael

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