Results 21 to 30 of about 141,811 (278)
Unified Transformer Multi-Task Learning for Intent Classification With Entity Recognition
IEEE Access, 2021 Intent classification (IC) and Named Entity Recognition (NER) are arguably the two main components needed to build a Natural Language Understanding (NLU) engine, which is a main component of conversational agents.
Alberto Benayas +4 more
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On irreducible projective representations of finite groups [PDF]
Surveys in Mathematics and its Applications, 2009 The paper is a survey type article inwhich we present some results on irreducible projective representations offinite groups. Section 2 includes Curtis and Reiner's theorem inwhich is proved that a finite group has at most a finite number ofinequivalent ...
Tania-Luminiţa Costache
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MixNet: Mix different networks for learning 3D implicit representations
Graphical Models, 2023 We introduce a neural network, MixNet, for learning implicit representations of 3D subtle models with large smooth areas and exact shape details in the form of interpolation of two different implicit functions.
Bowen Lyu, Li-Yong Shen, Chun-Ming Yuan
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Faithful real representations of cyclically pinched one-relator groups [PDF]
International Journal of Group Theory, 2014 In [FR 1,2] using faithful complex representations of cyclically pinched andconjugacy pinched one-relator groups we proved that any limit group has afaithful representation in PSL(2;C). Further this representation can be e ec-tively constructed using the
Benjamin Fine +2 more
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Faithful Representations of Crossed Products by Endomorphisms [PDF]
Proceedings of the American Mathematical Society, 1993 Stacey has recently characterised the crossed product A × α N A{ \times _\alpha }{\mathbf {N}} of a C ∗ {C^{\ast }} -algebra A A by an ...
Boyd, Sarah +2 more
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On representations of Lie algebras of a generalized Tavis-Cummings model
Journal of Applied Mathematics, 2003 Consider the Lie algebras Lr,t s:[K1,K2]=sK3, [K3,K1]=rK1, [K3,K2]=−rK2, [K3,K4]=0, [K4,K1]=−tK1, and [K4,K2]=tK2, subject to the physical conditions, K3 and K4 are real diagonal operators representing energy, K2=K1†, and the Hamiltonian H=ω1K3+(ω1+ω2)K4+
L. A. M. Hanna
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Faithful Uniformly Continuous Representations of Lie Groups [PDF]
Journal of the London Mathematical Society, 1994 Let \(G\) be a connected Lie group. The main result is the equivalence between the following 5 statements: (i) \(G\) is linear, i.e. \(G\) embeds continuously into \(GL_ n(\mathbb{C})\) for \(n\) big enough; (ii) the continuous algebra seminorms separate the points of \({\mathcal E}'(G)\) (the convolution algebra of compactly supported distributions on
Luminet, Denis, Valette, Alain
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Faithful representations of Leibniz algebras [PDF]
Proceedings of the American Mathematical Society, 2013 Let L L be a Leibniz algebra of dimension n n . We prove the existence of a faithful L L -module of dimension less than or equal to n + 1 n+1 .
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Virtual Heritage: Le Tecnologie dell’Informazione (IT) applicate ai Beni Culturali
Storicamente, 2013 The application of Information Technology to Cultural Heritage can provode new, compelling modalities of interacting with faithful representations of the cultural objects and propose new areas of applications for technology. In this paper, we explore how
Francesco Bellotti +2 more
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Numerical integration of quantum time evolution in a curved manifold
Physical Review Research, 2021 The numerical integration of the Schrödinger equation by discretization of time is explored for the curved manifolds arising from finite representations based on evolving basis states.
Jessica F. K. Halliday, Emilio Artacho
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