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7581“…Different methods and models have been validated to determine CP and W′, most of which are algebraic manipulations of the two-parameter model. …”
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7582por Rockenfeller, Robert, Günther, Michael, Stutzig, Norman, Haeufle, Daniel F. B., Siebert, Tobias, Schmitt, Syn, Leichsenring, Kay, Böl, Markus, Götz, Thomas“…Written in terms of differential-algebraic equations, the new sub-model allows to enhance existing Hill-type excitation-contraction models in a straightforward way. …”
Publicado 2020
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7583por Alvim, Mário S., Chatzikokolakis, Konstantinos, Kawamoto, Yusuke, Palamidessi, Catuscia“…In this work, we consider operators for modeling visible and hidden choice in protocol composition, and we study their algebraic properties. We then formalize the interplay between defender and attacker in a game-theoretic framework adapted to the specific issues of QIF, where the payoff is information leakage. …”
Publicado 2018
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7584“…This reduces classical analysis computations and provides an explicit algebraic spectral decomposition of the solutions. …”
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7585por Barbaresco, Frédéric“…Streater in the framework of Quantum Physics by Information Geometry for some Lie algebras, but only in the case of null cohomology. …”
Publicado 2020
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7586“…We show that the maximum entropy distribution with Conditional Value at Risk constraints is a power law. Algebraic relations between the Lagrangian multipliers and Value at Risk constraints are presented explicitly. …”
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7587“…The partial differential equation (PDE) and algebraic that describe the continuity within these reactors transform into dimensionless variables, and the conversion at the output is expressed as a function of the conditions at the input [Formula: see text]. …”
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7588“…There is a good correspondence between the Hückel method in chemistry and graph theory in mathematics; the molecular orbital, which chemists view as the distribution of an electron with a specific energy, is to mathematicians an algebraic entity, an eigenvector. The mathematical counterpart of LOMO is known as eigenvector centrality, a centrality measure characterizing nodes in networks. …”
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7589por Almagrabi, Alaa O., Abdullah, Saleem, Shams, Maria, Al-Otaibi, Yasser D., Ashraf, Shahzaib“…In addition, aggregation operators play an effective role in aggregating uncertainty in decision-making problems. Therefore, algebraic norms based on certain operating laws for q-LDFSs are established. …”
Publicado 2021
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7590por Tretiakow, Dmitry, Tesch, Krzysztof, Meyer-Szary, Jarosław, Markiet, Karolina, Skorek, Andrzej“…Subsequently, the corresponding algebraic equation systems were solved by OpenFOAM software. …”
Publicado 2020
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7591“…Muscle protein is constantly “turning over” through the breakdown of old/damaged proteins and the resynthesis of new functional proteins, the algebraic difference determining net muscle gain, maintenance, or loss. …”
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7592“…When analyzing the transmitting-sensing system, we can define “optimal virtual” sensors by using the Singular Value Decomposition (SVD) approach which has been, since long time, recognized as the “optimal” tool to manage linear algebraic problems. The problem however emerges of discretizing the relevant singular functions, thus defining the field sampling. …”
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7593“…Under the new framework, some important concepts and methodologies from algebraic topology, such as characteristic number, homology group and Betti number, will play a part in network science leading to foreseeable new research directions. …”
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7594por Keikha, Abazar“…Then, several t-norm and t-conorm-based aggregation operators of HFNs, i.e., algebraic t-norm and t-conorm, Einstein t-norm and t-conorm, Hamacher t-norm and t-conorm, Frank t-norm and t-conorm have been defined, and some of their mathematical properties are also discussed. …”
Publicado 2021
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7595“…The proposed hierarchical control procedure augments the ubiquitous Linear-Quadratic-Regulator (LQR) with an online reconfiguration block that acts as a superior regulator to dynamically adjust the critical weighting-factors of LQR’s quadratic-performance-index (QPI). The Algebraic-Riccati-Equation (ARE) uses these updated weighting-factors to re-compute the optimal control problem, after every sampling interval, to deliver time-varying state-feedback gains. …”
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7596“…The latent variable approach was applied to a set of algebraic models and a case from PBPK. Then, this method was compared to Sobol’s GSA assuming no correlations, Sobol’s GSA with groups and the Kucherenko approach. …”
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7597por Jafari, Hossein“…Appropriate choice of integral transforms helps to convert differential equations as well as integral equations into terms of an algebraic equation that can be solved easily. During last two decades many integral transforms in the class of Laplace transform are introduced such as Sumudu, Elzaki, Natural, Aboodh, Pourreza, Mohand, G_transform, Sawi and Kamal transforms. …”
Publicado 2020
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7598“…The feature of the constant modulus (CM) is employed to restrict the target user signals. Algebraic operations, such as singular value decomposition (SVD), are applied to separate the user signal space from other interferences. …”
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7599por Habenom, Haile, Aychluh, Mulualem, Suthar, D.L., Al-Mdallal, Qasem, Purohit, S.D.“…Legendre spectral collocation method is used to convert this system into an algebraic system of equations. An inexact Newton iterative method is used to solve the model system. …”
Publicado 2022
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7600“…The determined temperature gradients and measurement results are presented, and based on these it was determined that the total thermal resistance was not equal to the algebraic sum of the resistances of the individual textile material layers in the horizontal position; it was, however, higher, increasing from 30% to 94% due to small air layers caused by crimping and protruding fibres of yarn in the textile fabrics. …”
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