Partial Sums of Two Quartic q-Series
The partial sums of two quartic basic hypergeometric series are investigated by means of the modified Abel lemma on summation by parts. Several summation and transformation formulae are consequently established.
Wenchang Chu, Chenying Wang
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Analytic Feller semigroups via hypergeometric series [PDF]
Degenerate differential operators with Wentzell boundary conditions are proved to generate analytic semigroups in the space of continuous functions on [0,1] using hypergeometric ...
A. FAVINI +7 more
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Modeling small-angle scattering data of porous and/or bicontinuous structures in <i>n</i> dimensions. [PDF]
Frielinghaus H.
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Explicit minimisers for anisotropic Riesz energies. [PDF]
Frank RL +5 more
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Assessing spatial variability in observed infectious disease spread in a prospective time-space series. [PDF]
Wu CC, Chen CH, Wang SR, Shete S.
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Single-nucleus profiling reveals a core disease signature and cell type-specific vulnerabilities in early Rett syndrome. [PDF]
Li Y +7 more
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Exact ODE Framework for Classical and Quantum Corrections for the Lennard-Jones Second Virial Coefficient. [PDF]
Zhao Z +6 more
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A new family of <i>q</i>-hypergeometric congruences from Andrews' multi-series transformation. [PDF]
Guo VJW, Schlosser MJ.
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The Last Mile Problem: A Critical Assessment of Physics-Based and AI Tools for Small Molecule Binding Prediction in Virtual Screening. [PDF]
Wang X +4 more
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