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Rotation-based metric on the Riemannian manifold of SPD matrices with applications to source data selection for brain-computer interface transfer learning. [PDF]
Front Hum NeurosciHeskebeck F +2 more
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Mechanical Properties of Composite Core Build-Up Materials: A Comparative Study. [PDF]
Materials (Basel)Mundy E +5 more
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Magnetophoretic transport of functionalised iron-oxide nanoparticles through biomimetic hydrogels and extracellular matrix. [PDF]
Nanoscale AdvLyons S +5 more
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Plasma Melanin-Concentrating Hormone in Childhood Obesity and Its Association with Metabolic Parameters: A Clinical Observational Study. [PDF]
Diabetes Metab Syndr ObesLeiter I +13 more
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Bio-Derived Hard Carbon from Bassia scoparia as a Multifunctional Reinforcement for Chlorinated Polypropylene: Structural, Thermal, and Bioactive Performance. [PDF]
ChemistryOpenAcik G +6 more
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, 2021 In this thesis, we extend the numerical S-matrix bootstrap program to 1+1d theories with a boundary, where we bootstrap the 1-to-1 reflection matrix (R-matrix). We review the constraints that a physical R-matrix must obey, namely unitarity, analyticiy and crossing symmetry.
Murali, Harish
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Functional Analysis and Its Applications, 1983
Classical r-matrices were introduced as a useful tool to deal with the Poisson bracket relations for classical integrable systems. They are a natural counterpart to R. Baxter's quantum matrices. Their study was initiated by the Leningrad group (L. S. Faddeev, E. Sklyanin et al.); important contributions are due to \textit{A. A.
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Classical r-matrices were introduced as a useful tool to deal with the Poisson bracket relations for classical integrable systems. They are a natural counterpart to R. Baxter's quantum matrices. Their study was initiated by the Leningrad group (L. S. Faddeev, E. Sklyanin et al.); important contributions are due to \textit{A. A.
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Theoretical and Mathematical Physics, 2008
In this paper the authors propose another way, the so-called dual \(R\)-matrix integrability, to construct algebras of mutually commuting first integrals of some Euler-Arnold-type equations using the notion of the classical \(R\)-operator. Considered examples of the Lie algebras \(\mathfrak{g}\) with the Kostant-Adler-Symes and triangular ...
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In this paper the authors propose another way, the so-called dual \(R\)-matrix integrability, to construct algebras of mutually commuting first integrals of some Euler-Arnold-type equations using the notion of the classical \(R\)-operator. Considered examples of the Lie algebras \(\mathfrak{g}\) with the Kostant-Adler-Symes and triangular ...
openaire +2 more sources