Generalized Construction of Quantum Multiplexers and De-Multiplexers Using a Proposed Novel Algorithm Based on Universal Fredkin Gate
Objective
The paper aims to provide a comprehensive framework for constructing versatile quantum multiplexers and de-multiplexers, leveraging the power of the universal Fredkin gate. This work has significant implications for the development of more efficient and flexible quantum computing systems, potentially enabling new approaches to quantum information processing and transmission.
Abstract
In recent times, Reversible Logic has emerged as a significant technology, owing to its ability to reduce power consumption in circuit design, which has found applications in quantum computing. This technology is realized through the use of reversible quantum gates such as the CNOT gate, Fredkin gate, and Toffoli gate, among others. Among the various combinational circuits, quantum multiplexers (QMUX) and demultiplexers (QDe-MUX) are particularly crucial. This paper introduces generalized algorithms for constructing Quantum multiplexers (QMUX) and demultiplexers (QDe-MUX) utilizing the universal Fredkin gate for any number of select lines. These innovative algorithms enable the generation of Quantum multiplexers (QMUX) and demultiplexers (QDe-MUX) circuits of any valid size.
Keywords— Reversible logic gates, quantum multiplexers (QMUX) and demultiplexers (QDe-MUX)
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Block Diagram
Specifications
Specifications:
Software Requirements:
• Xilinx ISE Tool
• HDL: Verilog
Learning Outcomes
- Basics of Digital Electronics
- VLSI design Flow
- Applications in real time
· VIVADO for design and simulation
· Solution providing for real time problems
· Project Development Skills:
o Problem Analysis Skills
o Problem Solving Skills
o Logical Skills
o Designing Skills
o Testing Skills
o Debugging Skills
o Presentation Skills
o Thesis Writing Skills
Related Projects
Paper Publishing
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