In the era of noisy intermediate-scale quantum devices, variational quantumalgorithms (VQAs) stand as a prominent strategy for constructing quantum machine learning models. These models comprise both a quantum and a ...
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In the era of noisy intermediate-scale quantum devices, variational quantumalgorithms (VQAs) stand as a prominent strategy for constructing quantum machine learning models. These models comprise both a quantum and a classical component. The quantum facet is characterized by a parametrization U, typically derived from the composition of various quantum gates. On the other hand, the classical component involves an optimizer that adjusts the parameters of U to minimize a cost function C. Despite the extensive applications of VQAs, several critical questions persist, such as determining the optimal gate sequence, devising efficient parameter optimization strategies, selecting appropriate cost functions, and understanding the influence of quantum chip architectures on the final results. This article aims to address the last question, emphasizing that, in general, the cost function tends to converge toward an average value as the utilized parameterization approaches a 2-design. Consequently, when the parameterization closely aligns with a 2-design, the quantum neural network model's outcome becomes less dependent on the specific parametrization. This insight leads to the possibility of leveraging the inherent architecture of quantum chips to define the parametrization for VQAs. By doing so, the need for additional swap gates is mitigated, consequently reducing the depth of VQAs and minimizing associated errors.
Growing interest in the field of quantum computing is fueled by quantum computers projected 'quantum supremacy' in speed and security. The potential for ultra-high speeds may produce a dramatic change in data ...
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In the field of motion analysis and behavioral movement research, accurately measuring and predicting stride length from acceleration signals plays a critical role. Recent studies have undertaken the development and e...
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The large capacity and robustness of information encoding in the temporal mode of photons is important in quantuminformationprocessing, in which characterizing temporal quantum states with high usability and time re...
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The large capacity and robustness of information encoding in the temporal mode of photons is important in quantuminformationprocessing, in which characterizing temporal quantum states with high usability and time resolution is essential. We propose and demonstrate a direct measurement method of temporal complex wavefunctions for weak light at a single-photon level with subpicosecond time resolution. Our direct measurement is realized by ultrafast metrology of the interference between the light under test and self-generated monochromatic reference light;no external reference light or complicated post-processingalgorithms are required. Hence, this method is versatile and potentially widely applicable for temporal state characterization. (C) 2021 Optical Society of America under the terms of the OSA Open Access Publishing Agreement
The non-Markovian depolarizing channel is explored from the perspective of understanding its non-Markovian behavior as well as the occurrence of singularities. The study brings together the various ways to identify an...
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The non-Markovian depolarizing channel is explored from the perspective of understanding its non-Markovian behavior as well as the occurrence of singularities. The study brings together the various ways to identify and quantify non-Markovianity. This includes dynamical techniques such as quantuminformation backflow witness, Breuer-Laine-Piilo, Rivas-Huelga-Plenio, and Hall-Cresser-Li-Andersson measures. In addition, geometrical visualization of non-Markovian effects is presented using the variation in the volume of accessible states during dynamical evolution. Further, a trajectory-based visualization of the dynamical map within the parameter space is presented. The trajectories traced during evolution demonstrate the loss of CP divisibility and the emergence of non-Markovianity under systematic variations of the system parameters. The effects of increasing system dimensions and qubit numbers on singularity and non-Markovianity are presented, with an extension of characterization techniques to higher-dimensional systems.
In this work, we leverage state-of-the-art machine learning algorithms to predict Channel State information (CSI), for enhancing performance of wireless communication systems. The simulation and analysis stop with tra...
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In this study, the convergence theorem of the quantum dynamic framework (QDF) is given and the convergence of QDF is proved by the imaginary time evolution method in theoretical physics. Convergence analysis has shown...
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In this study, the convergence theorem of the quantum dynamic framework (QDF) is given and the convergence of QDF is proved by the imaginary time evolution method in theoretical physics. Convergence analysis has shown that the convergence of QDF is a fast and then slow process;the convergence rate mainly depends on the difference between the optimal solution and the sub-optimal solution. The experimental results verify the theoretical conclusion. This study indicates that quantum dynamics may become a new theoretical paradigm for the study of optimization algorithms and promote the study of the universality theory of optimization algorithms.
Significant amounts of data need to be transferred in order to optimize the operation of power grids. The development of advanced metering and control infrastructure ensures a growth in the amount of data transferred ...
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Significant amounts of data need to be transferred in order to optimize the operation of power grids. The development of advanced metering and control infrastructure ensures a growth in the amount of data transferred within smart grids. Data compression is a strategy to reduce the burden. This paper presents current challenges in the field of time-series data compression. This paper's novel contribution is the division of data in smart grids to real-time data used for control purposes and big data sets used for non-time-critical analysis of the system. Both of these two applications have different requirements for effective compression. Currently used algorithms are listed and described with their advantages and drawbacks for both of these applications. Details needed for the implementation of an algorithm were also provided. Comprehensive analysis and comparison are intended to facilitate the design of a data compression method tailored for a particular application. An important contribution is the description of the influence of data compression methods on cybersecurity, which is one of the major concerns in modern power grids. Future work includes the development of adaptive compression methods based on artificial intelligence, especially machine learning and quantum computing. This review will offer a solid foundation for the research and design of data compression methods.
One of the strategies to reduce the complexity of N-body simulations is the computation of the neighbour list. However, this list needs to be updated from time to time, with a high computational cost. This paper focus...
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One of the strategies to reduce the complexity of N-body simulations is the computation of the neighbour list. However, this list needs to be updated from time to time, with a high computational cost. This paper focuses on the use of quantum computing to accelerate such a computation. Our proposal is based on a well-known oracular quantum algorithm (Grover). We introduce an efficient quantum circuit to build the oracle that marks pairs of closed bodies, and we provide three novel algorithms to calculate the neighbour list under several hypotheses which take into account a-priori information of the system. We also describe a decision methodology for the actual use of the proposed quantumalgorithms. The performance of the algorithms is tested with a statistical simulation of the oracle, where a fixed number of pairs of bodies are set as neighbours. A statistical analysis of the number of oracle queries is carried out. The results obtained with our simulations indicate that when the density of bodies is low, our algorithms clearly outperform the best classical algorithm in terms of oracle queries.
In this paper, we present the outline of an educational path to introduce a crucial historical turnpoint of quantuminformation research-namely the Deutsch algorithm-to secondary school students. We discuss a basic el...
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In this paper, we present the outline of an educational path to introduce a crucial historical turnpoint of quantuminformation research-namely the Deutsch algorithm-to secondary school students. We discuss a basic elementarization strategy allowing students to single out and focus on the individual features of quantum mechanics involved in the different steps of the algorithm informationprocessing phase, which can potentially be useful for the educational reconstruction of other algorithms and protocols. The sequence includes the experimental realization on the optical bench of an analogue of the Deutsch algorithm, working with classical coherent light. The educational path was tested both in curricular and out-of-school settings, and preliminary results will be discussed.
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