Design of Reversible/Quantum Ternary Comparator Circuits
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Summary
Design of quantum ternary equality, less-than, and greater-than comparators on the top of ion-trap realizable 1-qutrit gates and 2- qutrit Muthukrishnan-Stroud gates is shown.
- Type
- article
- Published
- 2008-01-01
- Cited by
- 23
- References
- 27
- OpenAlex
- https://openalex.org/W17440444
- Semantic Scholar
- https://api.semanticscholar.org/CorpusID:17932187
Keywords
Qutrit, Computer science, Quantum circuit, Comparator, Oracle
References
- Multiple-Valued Quantum Logic Synthesis
- A Transformation Based Algorithm for Ternary Reversible Logic Synthesis using Universally Controlled Ternary Gates
- Design of Reversible/Quantum Ternary Multiplexer and Demultiplexer
- Ternary Galois field expansions for reversible logic and Kronecker decision diagrams for ternary GFSOP minimization [Galois field sum of products]
- Genetic algorithm based synthesis of multi-output ternary functions using quantum cascade of generalized ternary gates
- Trapped-ion qutrit spin molecule quantum computer
- Qutrit quantum computer with trapped ions
- Tight bounds on quantum searching
- Quantum encodings in spin systems and harmonic oscillators
- Multivalued logic gates for quantum computation
- Irreversibility and heat generation in the computing process
- Quantum ternary parallel adder/subtractor with partially-look-ahead carry
- A fast quantum mechanical algorithm for database search
- Logical reversibility of computation
- A Synthesis Method for MVL Reversible Logic
- Multi-output Galois Field Sum of Products synthesis with new quantum cascades
- Limits to binary logic switch scaling - a gedanken model
- GROVER'S QUANTUM SEARCHING ALGORITHM IS OPTIMAL
- Synthesis of Reversible Circuits from a Subset of Muthukrishnan-Stroud Quantum Realizable Multi-Valued Gates
- Terary GFSOP Minimization Using Kronecker Decision Diagrams and Their Synthesis with Quantum Cascades
Cited by
- Minimized reversible/quantum synthesis of non-reversible quinary logic function
- Graphical Calculus for Qutrit Systems
- On designing a ternary reversible circuit for online testability
- Reversible, Information-Preserving Logic and Its Application
- Adaptive and Natural Computing Algorithms
- Minimized reversible synthesis of non-reversible quinary logic function
- Design of ternary reversible sequential circuits
- Design of a Ternary Reversible/Quantum Adder using Genetic Algorithm
- Online testing in ternary reversible logic
- A Modular Approach to Designing an Online Testable Ternary Reversible Circuit
- Towards quantum reversible ternary coded decimal adder
- A novel design of a ternary coded decimal adder/subtractor using reversible ternary gates
- A Novel Design of a Multiplier Using Reversible Ternary Gates
- Design and Optimization of n-bit Reversible Binary Comparator
- Circuit Design for k-Coloring Problem and Its Implementation in Any Dimensional Quantum System
- Quantum Matrix Multiplier
- Novel qutrit circuit design for multiplexer, De-multiplexer, and decoder
- Efficient realization of quantum balanced ternary reversible multiplier building blocks: A great step towards sustainable computing
- Optimization and design for multi-valued quantum comparator circuits
- Image Representation and Processing Using Ternary Quantum Computing
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