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Titlebook: Reversible Computation; 4th International Wo Robert Glück,Tetsuo Yokoyama Conference proceedings 2013 Springer-Verlag Berlin Heidelberg 201

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Properties of Quantum Templatesere, lead to a systematic method of generating all templates with a given number of lines. It is proven that, if the complete set of templates is available, template matching results in optimal circuits.
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Using ,DDs in the Design of Reversible Circuitsniques for synthesis, debugging, and an efficient determination of the number of minimal circuits. We observed that .DDs inhibit the same space complexities as truth tables and, hence, do not superior existing design methods in many cases. However, they are advantageous when dealing with several functions or gates at once.
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Towards a General-Purpose, Reversible Language for Controlling Self-reconfigurable Robotso support a wider range of modular robot control scenarios, while retaining the possibility of reversing distributed sequences. Reversibility is investigated as a practical feature, reducing the programming task of the programmer, and allowing error recovery by backing out of an error state using reverse execution.
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One-Way Reversible Multi-head Finite Automataally, a proper head hierarchy is obtained for one-way reversible multi-head finite automata. Finally, decidability problems are considered. It turns out that one-way reversible finite automata with two heads are still a powerful model, since almost all commonly studied problems are not even semidecidable.
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