Results 81 to 90 of about 34,488 (206)
Integral representations of generalized Lauricella hypergeometric functions
The generalized hypergeometric function was introduced by Srivastava and Daoust. In the present paper a new integral representation is derived. Similarly new integral representations of Lauricella and Appell function are obtained.
Vu Kim Tuan, R. G. Buschman
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Proximity Labelling Reveals the Compartmental Proteome of Murine Sensory Neurons
ABSTRACT Introduction Understanding the molecular architecture of peripheral sensory neurons is critical as we pursue novel drug targets against pain and neuropathy. Sensory neurons in the dorsal root ganglion (DRG) show extensive compartmentalization; thus, understanding each compartment—from the peripheral to central terminals—is key to this effort ...
Julia R. Sondermann +9 more
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Generalization of some hypergeometric functions
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Kerada, Mohamed +2 more
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Diabetic nephropathy (DN) is driven by spatially organized immunometabolic dysfunction. Integrating high‐resolution spatial transcriptomics (10× Visium HD) and metabolomics (MALDI‐MSI), we mapped a pathogenic glycolytic blockade within diabetic kidney microenvironments.
Shi Qiu +17 more
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Tables of the Lauricella Hypergeometric Functions F^(3)_A
The generalized hypergeometric function qFp is a power series in which the ratio of successive terms is a rational function of the summation index. The Gaussian hypergeometric functions 2F1 and 3F3 are most common special cases of the generalized ...
Abbasova, M.O., Ergashev, T.G.
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The purpose of the present paper is to obtain some inclusion relation between various subclasses of harmonic univalent functions by applying certain convolution operators associated with Wright’s generalized hypergeometric functions.
Rajavadivelu Themangani +2 more
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Using high‐resolution spatial data and a multi‐scale statistical framework, we disentangle plant co‐occurrence from true spatial associations across alpine communities in the French Alps. We discovered that local species associations are dependent on soil acidity and nitrogen rather than temperature. By building a global network from these associations,
Matthias Rohr +7 more
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Tree-level gluon amplitudes on the celestial sphere
Pasterski, Shao and Strominger have recently proposed that massless scattering amplitudes can be mapped to correlators on the celestial sphere at infinity via a Mellin transform. We apply this prescription to arbitrary n-point tree-level gluon amplitudes.
Anders Ø. Schreiber +2 more
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In this article , we explore the properties and relations of the hypergeometric superhyberbolic functions in terms of generalized hypergeometric functions. Then we express the hypergeometric superhyberbolic functions with the help of hypergeometric functions to obtain an integral representation related to classical results within the theory of ...
Pandel, Resham Prasad +2 more
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Generalized Euler integrals and A-hypergeometric functions
In their previous works the authors have introduced a holonomic system of linear differential equations associated to a certain finite set \(A\subset \mathbb{Z}^ n\). They called this system the \(A\)-hypergeometric system, and its solutions the \(A\)-hypergeometric functions.
Gelfand, I.M +2 more
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