Bounds for ratios of modified Bessel functions and associated Turán-type inequalities
By Javier Segura. 2011
139 citations recorded by the source corpus.
Subfields: Applied Mathematics, Mathematical Physics
View Paper: https://www.semanticscholar.org/paper/3cb3378090dd155b552815321716cce3d96aa513
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In Applied Mathematics
- Diego Ruiz-Antolín
- Robert E. Gaunt
- Mohammad Mahdi Azari
- Fernando Rosas
- Sofie Pollin
- Kwang-Cheng Chen
- Javier Segura
In Mathematical Physics
- Diego Ruiz-Antolín
- Robert E. Gaunt
- Mohammad Mahdi Azari
- Fernando Rosas
- Sofie Pollin
- Kwang-Cheng Chen
- Javier Segura
Citations in the corpus
- Inequalities for modified Bessel functions and their integrals (2012, background): “9) are also given in Ifantis and Siafarikas [7] and Segura [14].”
- A new type of sharp bounds for ratios of modified Bessel functions (2016, methodology): “In [12], several techniques were considered for bounding the ratios of modified Bessel functions.”
- The Variance-Gamma Distribution: A Review (2023, unknown): “70) were derived by Segura [106] and Ruiz-Antoĺın and Segura [101], respectively.”
- Ultra Reliable UAV Communication Using Altitude and Cooperation Diversity (2017, methodology): “For small x we have [35] In(xy) ∼= ( xy 2 )n ; n = 0, 1.”