Quantum Computing Concepts with Deutsch Jozsa Algorithm
JOIV: International Journal on Informatics Visualization, 2019 In this paper, we briefly review the basic concepts of quantum computation, entanglement, quantum cryptography and quantum fourier transform. Quantum algorithms like Deutsch Jozsa, Shor’s factorization and Grover’s data search are developed using ...
Poornima Aradyamath +2 more
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Implementation of the Quantum Fourier Transform [PDF]
Physical Review Letters, 2001 Physical Review ...
Y S, Weinstein +4 more
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Simulation of Limited Entangled Quantum Fourier Transform Based on Matrix Product State [PDF]
Jisuanji kexueUnlike classical computing,qubits in quantum computing can be in the superposition state and entangled state can be formed between multiple qubits.Representing a quantum state composed of n qubits requires storing 2 to the nth power amplitudes.The ...
LIU Xiaonan, LIAN Demeng, DU Shuaiqi, LIU Zhengyu
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Quantum self-learning Monte Carlo and quantum-inspired Fourier transform sampler
Physical Review Research, 2020 The self-learning metropolis-Hastings algorithm is a powerful Monte Carlo method that, with the help of machine learning, adaptively generates an easy-to-sample probability distribution for approximating a given hard-to-sample distribution.
Katsuhiro Endo +3 more
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On the spectral nature of entanglement
IET Quantum Communication, 2021 This study establishes, for the first time in literature, that quantum entanglement, as well as the most important protocol derived from it, that is, quantum teleportation, completely rest on the Quantum Fourier Transform.
Mario Mastriani
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Coherent optical implementations of the fast Fourier transform and their comparison to the optical implementation of the quantum Fourier transform [PDF]
, 2013 Optical structures to implement the discrete Fourier transform (DFT) and fast Fourier transform (FFT) algorithms for discretely sampled data sets are considered. In particular, the decomposition of the FFT algorithm into the basic Butterfly operations is
Birch, Philip M +2 more
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Efficient classical simulation of the approximate quantum Fourier transform
, 2006 We present a method for classically simulating quantum circuits based on the tensor contraction model of Markov and Shi (quant-ph/0511069). Using this method we are able to classically simulate the approximate quantum Fourier transform in polynomial time.
Short, Anthony J., Yoran, Nadav
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Coherent light scattering from a telecom C-band quantum dot
Nature Communications, 2023 Quantum networks have the potential to transform secure communication via quantum key distribution and enable novel concepts in distributed quantum computing and sensing.
L. Wells +5 more
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A Scalable Emulator for Quantum Fourier Transform Using Multiple-FPGAs With High-Bandwidth-Memory
IEEE Access, 2022 Quantum computing is regarded as the future of computing that hopefully provides exponentially large processing power compared to the conventional digital computing.
Hasitha Muthumala Waidyasooriya +4 more
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Entanglement Parallelization via Quantum Fourier Transform
Advanced Quantum Technologies, 2023 Abstract In this study, a technique based on the quantum Fourier transform (QFT) that allows the generation of disjoint sets of entangled particles is presented, in such a way that particles of the same set are entangled with each other, while particles of different sets are completely independent.
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