Titlebook: Reversible Computation; 14th International C Claudio Antares Mezzina,Krzysztof Podlaski Conference proceedings 2022 The Editor(s) (if appli

拱形面包

Concurrencies in?Reversible Concurrent Calculirrency. We also compare it to a definition of concurrency inspired by reversible .-calculus, discuss its relation with structural congruence, and prove that it can be adapted to any .-inspired reversible system and is equivalent—or refines—existing definitions of concurrency for those systems.

廣口瓶

Reversible Computation in?Integrated Photonicsector by means of a unitary . matrix. For the synthesis of the optical circuit, we can learn a lot from properties of quantum circuits, subject to adaptation of the interpretation of the matrix decompositions.

manifestation

PALL

Constructing All Qutrit Controlled Clifford+, gates in?Clifford+sible qubit construction. However, many of the necessary qutrit gates in these constructions have never been explicitly and efficiently constructed in a fault-tolerant manner. We show how to exactly and unitarily construct any qutrit multiple-controlled Clifford+. unitary using just Clifford+. gates

Extemporize

Fast Control for?Reversible Processors have been made – we are aware only of the Pendulum and Bob processors. The Pendulum processor has a reversible instruction set (PISA), and has been implemented using classical, irreversible logic gates in CMOS. Bob has a gate-level design using reversible gates, but has not been realised in physica

noxious

Designing a?Reversible Stack Machinelers, and interpreters are primarily based on register-based execution environments, such as PISA. In this paper, we report on our progress in developing a novel reversible stack machine, which combines the inherent reversibility of stacks with a clean instruction set to create a highly performant r

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Directed Graph Encoding in?Quantum Computing Supporting Edge-Failures Recently, the use of graphs in application domains such as routing, network analysis and resource allocation has become crucial. In these areas, graphs are often evolving in time: for example, connection links may fail due to temporary technical issues, meaning that edges of the graph cannot be tra

opalescence

Mast-Cell

Certifying Algorithms and?Relevant Properties of?Reversible Primitive Permutations with?ed with the proof-assistant ., certifying that: “. can encode every Primitive Recursive Function”. Our reworking of the original proof of that statement is conceptually simpler, fixes some bugs, suggests a new more primitive reversible iteration scheme for ., and, in order to keep formalization and

helper-T-cells