Results 21 to 30 of about 1,138,624 (309)
Classical fluids of negative heat capacity [PDF]
It is shown that new parametersX can be defined such that the heat capacity Cx≡T(∂S/∂T)x is negative, even when the canonical ensemble [i.e., at fixed T=(∂U/∂S)Y and Y≠X] is stable. This implies an extension of the classical theory of polytropes from ideal gases to general fluids.
P. T. Landsberg, R. P. Woodard
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This study examined the short-term and long-term relationship between credit financing by commercial banks and capacity utilization of the manufacturing sector in Nigeria.
Kamilu A. Saka , Yisau I. Bolanle
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Symplectic capacities of classical domains [PDF]
In this note we calculate Gromov symplectic width and Hofer- Zehnder symplectic capacity for the classical domains.
Guangcun Lu, Hao Ding, Qiao Zhang
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Optimal storage capacity of quantum Hopfield neural networks
Quantum neural networks form one pillar of the emergent field of quantum machine learning. Here quantum generalizations of classical networks realizing associative memories—capable of retrieving patterns, or memories, from corrupted initial states—have ...
Lukas Bödeker +2 more
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Legal Status of Artificial Intelligence from Quantum-Theoretic Perspective
Massive inclusion of artificial intelligence (AI) in the technosphere and electronic governments urges an update in legal regulation of these and related areas.
E. Melnikova, I. Surov
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Entanglement-Assisted Communication Surpassing the Ultimate Classical Capacity [PDF]
We report experimental entanglement-assisted communication above the ultimate classical capacity set by the Holevo-Schumacher-Westmorel bound. A high-efficiency entanglement source and a phase-conjugate quantum receiver reap the benefit of pre-shared entanglement over lossy and noisy channels.
Shuhong Hao +5 more
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The static loading test is undoubtedly the most reliable method for forecasting the ultimate capacity of the large diameter bored piles (LDBP). However, in-situ loading of this class of piles until reaching failure is practically seldom due to the large ...
M. E. Al-Atroush +2 more
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Communication, Dynamical Resource Theory, and Thermodynamics
Recently, new insights have been obtained by jointly studying communication and resource theory. This interplay consequently serves as a potential platform for interdisciplinary studies.
Chung-Yun Hsieh
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Partial quantisation scheme for optimising the performance of hopfield network
The ideal Hopfield network would be able to remember information and recover the missing information based on what has been remembered. It is expected to have applications in areas such as associative memory, pattern recognition, optimisation computation,
Zhaoyang Song +4 more
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Probabilistic Monads, Domains and Classical Information [PDF]
Shannon's classical information theory uses probability theory to analyze channels as mechanisms for information flow. In this paper, we generalize results of Martin, Allwein and Moskowitz for binary channels to show how some more modern tools ...
Michael Mislove
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