Results 11 to 20 of about 5,289 (294)
Optimal Complexity of Parameterized Quantum Circuits [PDF]
EntropyParameterized quantum circuits are central to the development of variational quantum algorithms in the NISQ era. A key feature of these circuits is their ability to generate an expressive set of quantum states, enabling the approximation of solutions to ...
Guilherme I. Correr +3 more
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Operational Constraints in Quantum Otto Engines: Energy-Gap Modulation and Majorization [PDF]
EntropyThe performance of a quantum Otto engine is analyzed with regard to the constraints on the modulation of energy gaps relative to the changes in probability distributions at the two given heat reservoirs.
Sachin Sonkar, Ramandeep S. Johal
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Sums of Powers and Majorization [PDF]
, 2007 We study certain sequences involving sums of powers of positive integers and in connection with this, we give examples to show that power majorization does not imply ...
Gao, Peng
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Mixed-Up-Ness or Entropy? [PDF]
Entropy, 2022 Mixed-up-ness can be traced to unpublished notes by Josiah Gibbs. Subsequently, the concept was developed independently, and under somewhat different names, by other investigators. The central idea of mixed-up-ness is that systems states can be organized
W. Seitz, A. D. Kirwan
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Callisthene major var. major var. major
, 2022 1.1. Callisthene major var. major Na área de estudo esta espécie foi coletada em regiões de matas de encosta. Material selecionado: BRASIL, GOIÁS, Corumbá de Goiás, levantamento do Santuário do Morro do Cabeludo, 12.IX.1991, est., P.E.A.M. de Oliveira 1613 (HEPH); Pirenópolis, Serra dos Pireneus, local denominado Casa dos Reis no alto do morro, 15° 47’
Teixeira, Rayna Chaves +1 more
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Monotonicity Results for Arithmetic Means of Concave and Convex Functions [PDF]
, 2006 By majorization approaches, some known results on monotonicity of the arithmetic means of convex and concave functions are proved and generalized once ...
Xu, Tie-Quan, Qi, Feng, Shi, Huan-Nan
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Finding a majority ball with majority answers [PDF]
Electronic Notes in Discrete Mathematics, 2015 Abstract Suppose we are given a set of n balls { b 1 , … , b n } each colored either red or blue in some way unknown to us. To find out some information about the colors, we can query any triple of balls { b i 1 , b i 2 , b i 3 } .
Máté Vizer +5 more
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NEW MAJORIZATION FOR BOUNDED LINEAR OPERATORS IN HILBERT SPACES [PDF]
Journal of Algebraic SystemsThis work aims to introduce and investigate a preordering in $B(\mathcal{H}),$ the Banach space of all bounded linear operators defined on a complex Hilbert space $\mathcal{H}.$ It is called strong majorization and denoted by $S\prec_{s}T,$ for $S,
Farzaneh Gorjizadeh, Noha Eftekhari
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Information, 2021 Stationary memoryless sources produce two correlated random sequences Xn and Yn. A guesser seeks to recover Xn in two stages, by first guessing Yn and then Xn.
Robert Graczyk, Igal Sason
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Majorization, Csiszár divergence and Zipf-Mandelbrot law
Journal of Inequalities and Applications, 2017 In this paper we show how the Shannon entropy is connected to the theory of majorization. They are both linked to the measure of disorder in a system. However, the theory of majorization usually gives stronger criteria than the entropic inequalities.
Naveed Latif +2 more
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