Turán-Type Inequalities for Generalized k-Bessel Functions
We propose an approach to the generalized -Bessel function defined by where andp,q,r∈ℂ. We discuss the uniform convergence of Moreover, we prove that the analyzed function is entire and determine its growth order and type. We also find its Weierstrass factorization, which turns out to be an infinite product uniformly convergent on a compact subset of
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Generalized Huygens types inequalities for Bessel and modified Bessel functions
In this paper, we present a generalization of the Huygens types inequalities involving Bessel and modified Bessel functions of the first kind.
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Minimalist optical system for achromatic imaging within extended field of view based on monolithic integrated meta-axicon cluster. [PDF]
Wang J +13 more
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Bessel beam side lobe suppression via non-degenerate two-photon excitation. [PDF]
Tucker S, Guralnik E, Shoham S.
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A multivariate correlated poisson generalized inverse gaussian regression model for dependent count data: Estimation and testing procedures. [PDF]
Hanike Y, Purhadi, Choiruddin A.
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Low-Complexity Noncoherent Demodulation Method for Underwater Electromagnetic Communication. [PDF]
Deng L +5 more
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Inference of the 3D pressure field exerted by a single cell from a thin membrane transverse deformation. [PDF]
Bédel Q, Dupré L, Destainville N.
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Generalized Bessel Function Distributions
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Parameter estimation of hyper-spherical diffusion models with a time-dependent threshold: An integral equation method. [PDF]
Hadian Rasanan AH +3 more
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Scalable generalized meta-spanners enabling parallel multitasking optical manipulation. [PDF]
Li T +14 more
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