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Series expansions for the incomplete Lipschitz‐Hankel integral Je
0
(a, z)
Mehdi M. Mechaik
, Steven L. Dvorak
Electrical and Computer Engr
Research output
:
Contribution to journal
›
Article
›
peer-review
39
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Dive into the research topics of 'Series expansions for the incomplete Lipschitz‐Hankel integral Je
0
(a, z)'. Together they form a unique fingerprint.
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Mathematics
Series Expansion
100%
Integral
100%
Branch Cut
80%
Friedrich Wilhelm Bessel
40%
Asymptotic Expansion
20%
Laplace Transform
20%
Special Function
20%
Integral Representation
20%
Hankel Function
20%
Bessel Series Expansion
20%
Poisson Form
20%
Contour Integration
20%
Convergent Series
20%
Macdonald Function
20%
Inverse Laplace Transform
20%
Keyphrases
Series Expansion
100%
Branch-and-cut
66%
Poisson
16%
Special Functions
16%
Weber
16%
Integration Techniques
16%
Asymptotic Expansion
16%
Complex Values
16%
Hankel
16%
Bessel
16%
Integral Representation
16%
Convergent Series
16%
Laplace Transform Method
16%
Inverse Laplace Transform
16%
Bessel Series
16%
Cutting Yield
16%
Struve Functions
16%
Electromagnetic Applications
16%
Incomplete Hankel Functions
16%
Lommel Functions of Two Variables
16%
Cylindrical Functions
16%
Contour Integration
16%
Incomplete Bessel Function
16%
Bessel-Macdonald Function
16%