Results 101 to 110 of about 4,179,714 (219)
Expansion of hypergeometric functions in series of other hypergeometric functions
, 1961 In a previous paper [1] one of us developed an expansion for the confluent hypergeometric function in series of Bessel functions. A different expansion of the same kind given by Buchholz [2] was also studied.
Yudell L. Luke, Richard L. Coleman
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ZNF865 (BLST) a Novel Regulator of DNA Damage and Cell Senescence in Back Pain
Aging Cell, Volume 25, Issue 10, October 2026.ZNF865 (BLST) has previously been classified as part of the “unknome”, but here in the context of back pain, we demonstrate the first functional characterization of ZNF865. We demonstrate that it regulates genomic stability and subsequent senescence, and that downregulation in the intervertebral disc leads to pain behavior in rodent models.
Christian Lewis +12 more
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The Cauchy operator for basic hypergeometric series
Advances in Applied Mathematics, 2008 We introduce the Cauchy augmentation operator for basic hypergeometric series. Heine's ${}_2ϕ_1$ transformation formula and Sears' ${}_3ϕ_2$ transformation formula can be easily obtained by the symmetric property of some parameters in operator identities.
Vincent Y. B. Chen, Nancy S. S. Gu
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Reproduction in Domestic Animals, Volume 61, Issue S3, October 2026.ABSTRACT Sperm motility is a key parameter for male selection and is closely linked to male fertility status. miRNAs have been proposed as fertility biomarkers, and their regulatory effects on sperm motility have been previously investigated. In the present study, the miRNA cargo from three different sources, seminal extracellular vesicles, free ...
Adrián Martín‐San Juan +5 more
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Rook Theory and Hypergeometric Series
Advances in Applied Mathematics, 1996 The author investigates generalizations of the ``hit'' numbers of rook theory, which are defined via cycle-counting rook placements as popularized by Chung and Graham. Extensions of results of Chow and Gessel are derived. For Ferrers boards, the author shows how to express these hit numbers as balanced, terminating hypergeometric series of a type ...
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On Convergence of q-Series Involving ϕr+1r Basic Hypergeometric Series
Journal of Inequalities and Applications, 2009 We use inequality technique and the terminating case of the q-binomial formula to give some results on convergence of q-series involving ϕr+1r basic hypergeometric series.
Mingjin Wang, Xilai Zhao
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Some New q-Congruences for Truncated Basic Hypergeometric Series: Even Powers. [PDF]
Results Math, 2020 Guo VJW, Schlosser MJ.
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A Stochastic Approach for Recovery Times of Coastal Dune Vegetation
Geophysical Research Letters, Volume 53, Issue 17, 16 September 2026.Abstract The resilience of coastal dunes to environmental stress largely depends on vegetation recovery, which promotes sediment trapping and sand stabilization. However, post‐disturbance recovery dynamics remain difficult to quantify due to the complex interplay between biotic and abiotic processes.
D. Demichele, C. Camporeale
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, 1999 Singh, Anand; Dhami, H.S.. (1999). Generating function of hypergeometric functions from the view point of change in the nature of hypergeometric series.
Singh, Anand, Dhami, H.S.
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Supercongruences for a truncated hypergeometric series
Integers, 2010 Revised ...
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