Some Formulae on the Modified Bessel Functions [PDF]
P(論文)A linear combination of the modified Bessel functions is a general solution of the Laplace differential equation under a boundary condition in the cylindrical co-ordinate system.
42251, 新谷, 敏朗
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The asymptotic behavior of q-exponentials and q-Bessel functions
The connections between q-Bessel functions of three types and q-exponential of three types are established. The q-exponentials and the q-Bessel functions are represented as the Laurent series. The asymptotic behaviour of the q-exponentials and the q-Bessel functions is investigated.
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New addition formula for the little $q$-Bessel functions
Starting from the addition formula for little $q$-Jacobi polynomials, we derive a new addition formula for the little $q$-Bessel functions. The result is obtained by the use of a limit transition. We also establish a product formula for little $q$-Bessel functions with a positive and symmetric kernel.
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Donor Intra-Center Absorption to Resonant States in Quantum Wells: Analysis of Peak Shapes. [PDF]
Akimov V +9 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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Fault diagnosis method of rolling-element bearings via FBEWT and EIRVM. [PDF]
Zheng Q +5 more
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Hyperspectral coherent anti-Stokes Raman scattering volumetric projection microscopy for assessing drug-cell interaction. [PDF]
Zhang C +8 more
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Scattering Characteristics of a Circularly Polarized Bessel Pincer Light-Sheet Beam Interacting with a Chiral Sphere of Arbitrary Size. [PDF]
Zhang S +5 more
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The longitudinal dynamics evolution of optical skyrmions via meta-optics. [PDF]
He T +6 more
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Phase Modulation for Quadruplex Channels of Arbitrary Orthogonal Polarization States via Bilayer Metasurfaces. [PDF]
Wang W +7 more
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