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Lommel polynomial
Known as:
Lommel (disambiguation)
, Lommel polynomials
A Lommel polynomial Rm,ν(z), introduced by Eugen von Lommel (), is a polynomial in 1/z giving the recurrence relation where Jν(z) is a Bessel…
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Related topics
Related topics
2 relations
Neumann polynomial
Recurrence relation
Papers overview
Semantic Scholar uses AI to extract papers important to this topic.
2016
2016
Property of rational functions related to band-pass transformation
I. Filanovsky
International Symposium on Circuits and Systems
2016
Corpus ID: 52859403
It is shown that if a rational function F (s) does not change when 1/ s is substituted instead of s then F (s) is the rational…
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2015
2015
Design of wide-band amplifiers/filters using Lommel polynomials
I. Filanovsky
International Symposium on Circuits and Systems
2015
Corpus ID: 11745472
The paper describes and analyzes a new class of filter/amplifier transfer functions. The denominator polynomials of these all…
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2015
2015
Modeling 2-D forward-scan sonar imagery for diffuse reflectors
M. D. Aykin
,
S. Negahdaripour
Oceans
2015
Corpus ID: 32926934
Sonar images are formed by transmitting acoustic pulses and measuring the reflected sound power from the scene surfaces. The…
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2012
2012
Jacobi operator, q-difference equation and orthogonal polynomials
L. Dhaouadi
,
M. J. Atia
2012
Corpus ID: 119314891
In this paper, a link between $q$-difference equations, Jacobi operators and orthogonal polynomials is given. Replacing the…
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2003
2003
Development of a technique to measure the MTF of a transducer used in an ultrasonic fingerprint scanner
Laura Blair
2003
Corpus ID: 60108702
Beam characteristics of a transducer play a major role in defining the resolution of any ultrasound imaging system. Direct…
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Review
2000
Review
2000
STUDIES AND PRACTICAL TESTS USING MULTI IMAGE SHAPE FROM SHADING 1
C. Heipke
,
Christian Piechullek
,
H. Ebner
2000
Corpus ID: 10954490
Multi image shape from shading (MI-SFS) is a surface reconstruction method which has been studied intensively by our group over…
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1996
1996
A Combinatorial Interpretation of Lommel Polynomials and Their Derivatives
P. Feinsilver
,
J. McSorley
,
R. Schott
1996
Corpus ID: 13033906
In this paper we present interpretations of Lommel polynomials and their derivatives. A combinatorial interpretation uses…
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1986
1986
Pole- and zero-free regions for analytic continued fractions
Hans-J. Runckel
1986
Corpus ID: 122854901
A l'aide des methodes de la theorie analytique des fractions continues, on determine des regions variees sans zeros pour les…
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1984
1984
The Mesolithic Site of Lommel-Gelderhorsten
F. Geerts
,
P. Vermeersch
1984
Corpus ID: 132241589
Description du materiel qui, bien que vraisemblablement recueilli en surface par Theo Charis, semble homogene et provient…
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1968
1968
ON CONSTRUCTING DISTRIBUTION FUNCTIONS; WITH APPLICATIONS TO LOMMEL POLYNOMIALS AND BESSEL FUNCTIONS
Daniel P. Maki
1968
Corpus ID: 120113209
where the polynomials On(x) are recursively defined by: - 1(x) = 0, O(x) = 1, and (I-A) n+ (x) = (x - anX)-(x) - bnn- i(X) (n > 0…
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