Results 31 to 40 of about 2,666,838 (286)

Deep learning with asymmetric connections and Hebbian updates [PDF]

, 2019
We show that deep networks can be trained using Hebbian updates yielding similar performance to ordinary back-propagation on challenging image datasets. To overcome the unrealistic symmetry in connections between layers, implicit in back-propagation, the
Amit, Yali
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The Impact of Generative AI on Marketing Communication:

Maketingu Janaru
This study investigates how generative AI is transforming marketing communication (MarCom) and altering the power dynamics among brand companies, platform providers, and consumers. Drawing on Porter and Millar’s (1985) and Porter’s (2001) frameworks, the
Naohiko Oikawa, Keisuke Kamata
doaj   +1 more source

Fundamental Weights, Permutation Weights and Weyl Character Formula

, 1998
For a finite Lie algebra $G_N$ of rank N, the Weyl orbits $W(\Lambda^{++})$ of strictly dominant weights $\Lambda^{++}$ contain $dimW(G_N)$ number of weights where $dimW(G_N)$ is the dimension of its Weyl group $W(G_N)$.
Freudenthal H, Fuchs J, H R Karadayi, Humphreys J E, Kac V G, Kac V G, Karadayi H R, Karadayi H R, Karadayi H R, Klimyk A U, Kostant B, M Gungormez, MacDonald I G, Racah G, Steinberg R, Weyl H, Wolfram S   +16 more
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Bose-Einstein Weights for Event Generators [PDF]

, 1997
A simple new algorithm for the calculation of two-particle Bose-Einstein correlations from classical event generators is derived and discussed.Comment: 4 pages, RevTeX, one ps ...
Aichelin, Bialas, C. Slotta, Chapman, Chapman, Csörgő, Csörgő, Fialkowski, Goldhaber, Gyulassy, Heinz, Lönnblad, Lörstad, Martin, Merlitz, Padula, Pang, Plümer, Pratt, Pratt, Q.H. Zhang, Schlagel, Schönfelder, Shuryak, Shuryak, Sorge, Timmermann, U. Heinz, U.A. Wiedemann, Werner, Wiedemann, Yano, Zimányi   +32 more
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Weights and conservativity

, 2018
The purpose of this article is to study conservativity in the context of triangulated categories equipped with a weight structure. As application, we establish (weight) conservativity for the restriction of the (generic) l-adic realization to the ...
Wildeshaus, Jörg
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Conic Section Elements Based on the Rational Absolute Nodal Coordinate Formulation

Mathematics
The construction of rational absolute nodal coordinate formulation (RANCF) elements is usually based on a linear transformation of non-uniform rational B-spline (NURBS) geometry.
Yaxiong Liu, Manyu Shi, Manlan Liu, Peng Lan   +3 more
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Ingots And Weights from Perm Cis-Urals as a Source for Studying the Medieval Measures of Weight

Поволжская археология, 2019
The copper ingots and bar bracelets, as well as their fragments found on medieval monuments of the Perm cis-Urals are analyzed in the paper. Researchers in medieval commerce in Eastern Europe usually do not pay enough attention to such type of goods as ...
Krylasova Natalia B.
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A Choice Model with Systematic Structures in Decision Weights

Journal of Agricultural and Resource Economics, 2007
This article introduces a discrete choice model which incorporates a nonlinear structural adjustment to the standard utility coefficients or decision weights.
Wuyang Hu
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Estimação de funções de covariância para características de crescimento da raça Tabapuã utilizando modelos de regressão aleatória Estimation of covariance functions for growth traits in Tabapuã cattle using random regression models

Revista Brasileira de Zootecnia, 2010
Foram utilizados 35.732 registros de peso do nascimento aos 660 dias de idade de 8.458 animais da raça Tabapuã para estimar funções de covariância utilizando modelos de regressão aleatória sobre polinômios de Legendre.
Severino Cavalcante de Sousa Júnior, Sônia Maria Pinheiro de Oliveira, Lucia Galvão de Albuquerque, Arione Augusti Boligon, Raimundo Martins Filho   +4 more
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Weights in arithmetic geometry

, 2010
The concept of weights on the cohomology of algebraic varieties was initiated by fundamental ideas and work of A. Grothendieck and P. Deligne. It is deeply connected with the concept of motives and appeared first on the singular cohomology as the weights
A. Suslin, A. Weil, C. Soulé, C. Weibel, H. Gillet, H. Hironaka, J. Milnor, J. Tate, J.S. Milne, L. Illusie, M. Gros, M. Rapoport, N.M. Katz, T. Ito, T. Tsuji, Uwe Jannsen, V. Cossart, V. Cossart, W. Raskind   +18 more
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