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Tridiagonal pairs and the quantum affine algebra Uq(sl 2)
Let double-struck K denote an algebraically closed field and let q denote a nonzero scalar in double-struck K that is not a root of unity. Let V denote a vector space over double-struck K with finite positive dimension and let A, A* denote a tridiagonal pair on V. Let θ0, θ1,..., θd (resp.
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Vortex equilibria using least-squares methods. [PDF]
Harris SJ, McDonald NR.
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On network deconvolution for undirected graphs. [PDF]
Lin Z, Pan I, Pan W.
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Queryable Gaseous Adsorption Properties of Pure Components and Mixtures in Metal-Organic Frameworks. [PDF]
Tu J, Tang CC, Chuang PC, Lin LC.
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Marked point process variational autoencoder with applications to unsorted spiking activities. [PDF]
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A dynamic generative model can extract interpretable oscillatory components from multichannel neurophysiological recordings. [PDF]
Das P, He M, Purdon PL.
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Using the Haken-Strobl-Reineker Model to Determine the Temperature Dependence of the Diffusion Coefficient. [PDF]
Barford W.
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Bidirectional Endothelial Feedback Drives Turing-Vascular Patterning and Drug-Resistance Niches: A Hybrid PDE-Agent-Based Study. [PDF]
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Watch out electrons!: positron binding redefines chemical bonding in Be<sub>2</sub>. [PDF]
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