Results 211 to 220 of about 10,417 (233)
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Exact computation of the entropy of a logic circuit
Proceedings of the Sixth Great Lakes Symposium on VLSI, 2002Computing the entropy of a digital circuit has proved to be very useful for several applications in the area of VLSI system design. Recently, a method for entropy calculation has been used in the context of power estimation for logic circuits described at the register-transfer level.
MACII, Enrico, PONCINO, MASSIMO
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Unifying Entropies of Quantum Logic Based on Rényi Entropies
Reports on Mathematical Physics, 2019zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Giski, Zahra Eslami +1 more
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Tsallis Entropy of Partitions in Quantum Logics
International Journal of Theoretical Physics, 2018zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Ebrahimzadeh, Abolfazl +1 more
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Conditional Entropy of Partitions on Quantum Logic
Communications in Theoretical Physics, 2007Summary: A construction of conditional entropy of partitions on quantum logic is given, and the properties of conditional entropy are investigated.
Zhao, Yue-Xu, Ma, Zhi-Hao
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The Relationship Between Logical Entropy and Shannon Entropy
2021This chapter is focused on developing the basic notion of Shannon entropy, its interpretation in terms of distinctions, i.e., the minimum average number of yes-or-no questions that must be answered to distinguish all the “messages.” Thus Shannon entropy is also a quantitative indicator of information-as-distinctions, and, accordingly, a “dit-bit ...
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On Entropy of a Logical System.
J. Multiple Valued Log. Soft Comput., 2013Logical system associated with the partition induced by the corresponding Lindenbaum-Tarski algebra makes possible to define its entropy. We consider three approaches to define the entropy of a logical system, metaphorically called algebraic, probabilistic and philosophical, and give some reasons to discard or accept some of them, resulting with a ...
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The entropy of observables on quantum logic
Reports on Mathematical Physics, 1984Let L be a quantum logic, i.e., L is an orthocomplemented, orthomodular \(\sigma\)-lattice. Let A be an observable (i.e., \(\sigma\)-homomorphism from the Borel subsets \(B({\mathbb{R}}_ 1)\) into L), and let \(\alpha\) be a state, i.e., a probability measure on L. The resolution of 1 with respect to an observable A is a set \(M\subset \{A(E):\) \(E\in
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Logical Conditioning and Entropy Inference Based on Observational Data
Open Systems & Information Dynamics, 2001The logical conditioning inference problem is studied when a simple condition setting a threshold for a potential observation of a scalar observable uncertain quantity is introduced as an additional information to the pieces of evidence originally available to make inference, which include observational data.
Alberto Solana-Ortega, Vicente Solana
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Entropy of Partitions on Quantum Logic
Communications in Theoretical Physics, 2005Partition and entropy of partitions in quantum logic are introduced and their properties are investigated. The results are generalized to the general case of T-norm and T-conorm.
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Information, Entropy and Inductive Logic
Philosophy of Science, 1954It has been shown by several authors that in operations involving information a quantity appears which is the negative of the quantity usually defined as entropy in similar situations. This quantity ℜ = − KI has been termed “negentropy” and it has been shown that the negentropy of information and the physical entropy S are mirrorlike representations of
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