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Reversible computation with quantum-dot cellular automata (QCA).

, , and . Conf. Computing Frontiers, page 403. ACM, (2005)

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Molecular cellular networks: A non von Neumann architecture for molecular electronics., , , , , , , , , and 8 other author(s). ICRC, page 1-7. IEEE Computer Society, (2016)2D Finite Element Method Simulation of Lateral Resonant Tunneling Devices., , and . VLSI Design, 1998 (1): 131-135 (1998)Introduction to the Special Section on Nano Systems and Computing., , and . IEEE Trans. Computers, 56 (2): 145-146 (2007)Molecular quantum-dot cellular automata.. SiPS, IEEE, (2006)Energy Recovery and Logical Reversibility in Adiabatic CMOS Multiplier., , , and . RC, volume 7948 of Lecture Notes in Computer Science, page 25-35. Springer, (2013)Reliability and Defect Tolerance in Metallic Quantum-dot Cellular Automata., and . J. Electronic Testing, 23 (2-3): 211-218 (2007)Why is Time-Varying Control Necessary for Signal Processing with Locally-Connected Quantum-Dot Arrays?, , and . Great Lakes Symposium on VLSI, page 122-. IEEE Computer Society, (1999)Adiabatic CMOS: Limits of Reversible Energy Recovery and First Steps for Design Automation., , and . Trans. Computational Science, (2014)The Development of Quantum-Dot Cellular Automata., and . Field-Coupled Nanocomputing, volume 8280 of Lecture Notes in Computer Science, Springer, (2014)Reversible and Adiabatic Computing: Energy-Efficiency Maximized., , , , and . Field-Coupled Nanocomputing, volume 8280 of Lecture Notes in Computer Science, Springer, (2014)