Results 161 to 170 of about 1,518,477 (199)
A Long-Term Human Liver Spheroid Model for Assessing Silencing and Durability of GalNAc-Conjugated siRNAs. [PDF]
Scholten GJ +8 more
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Lipocalin 2 orchestrates resistance to ferroptosis via AXL. [PDF]
Wang SZ +14 more
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Co-Culture Systems to Study Epithelial-Immune Interactions During SARS-CoV-2 Infection. [PDF]
Randell SH, Barnett KC.
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The value of an integrated multi-omics model in the diagnosis of benign and malignant pulmonary nodules. [PDF]
Huang W, Zhu X.
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B-Cell Differentiation of Human Hematopoietic Progenitors Is Efficiently Supported by Wharton Jelly-Derived Mesenchymal Stem Cells. [PDF]
Collet L +8 more
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International Journal of Modern Physics A, 1991
Integrability of sigma models is investigated in arbitrary dimensions. The conditions of the integrability are found and the corresponding linear eigenvalue equations are given. Some new classes of classically integrable sigma models are found in two and higher dimensions containing all the known models.
Gürses, Metin, Karasu, Atalay
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Integrability of sigma models is investigated in arbitrary dimensions. The conditions of the integrability are found and the corresponding linear eigenvalue equations are given. Some new classes of classically integrable sigma models are found in two and higher dimensions containing all the known models.
Gürses, Metin, Karasu, Atalay
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Stochastic Poisson-Sigma model
ANNALI SCUOLA NORMALE SUPERIORE - CLASSE DI SCIENZE, 2009Summary: We produce a stochastic regularization of the Poisson-Sigma model of Cattaneo-Felder, which is an analogue regularization of Klauder's stochastic regularization of the Hamiltonian path integral [\textit{J. R. Klauder, S.V. Shabanov}, Mathematical methods of quantum physics (Jagna, 1998), 117--130, Gordon and Breach, Amsterdam (1999; Zbl 1170 ...
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1998
Summary: A class of nonlinear \(\sigma\)-models coupled to gravity is defined by identifying the coordinates of spacetime with the components of a set of scalar fields. The obtained theories have purely geometric character and necessarily possess soliton solutions with topologically nontrivial scalar sectors.
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Summary: A class of nonlinear \(\sigma\)-models coupled to gravity is defined by identifying the coordinates of spacetime with the components of a set of scalar fields. The obtained theories have purely geometric character and necessarily possess soliton solutions with topologically nontrivial scalar sectors.
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