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Discrete Chebyshev polynomials
Known as:
Discrete Tchebichef polynomial
, Discrete Tchebyscheff polynomial
, Discrete Cheyshev polynomials
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In mathematics, discrete Chebyshev polynomials, or Gram polynomials, are a type of discrete orthogonal polynomials used in approximation theory…
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Related topics
3 relations
Approximation theory
List of numerical analysis topics
Polynomial
Papers overview
Semantic Scholar uses AI to extract papers important to this topic.
2016
2016
Speech quality assessment using 2D neurogram orthogonal moments
Wissam A. Jassim
,
M. S. Zilany
Speech Communication
2016
Corpus ID: 46277670
2014
2014
Discrete Periodic Extension Using an Approximate Step Function
Nathan Albin
,
S. Pathmanathan
SIAM Journal on Scientific Computing
2014
Corpus ID: 19492692
The discrete periodic extension is a technique for augmenting a given set of uniformly spaced samples of a smooth function with…
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2013
2013
Instrumentation for the 3D measurement of circular disks and the quantification of warpage
M. Janko
,
P. O’Leary
,
M. Harker
International Instrumentation and Measurement…
2013
Corpus ID: 9030660
This paper presents an instrument for the measurement of the 3D surface geometry of disks, which enables the quantification of…
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2013
2013
A bandlimited step function for use in discrete periodic extension
S. Pathmanathan
2013
Corpus ID: 55353210
A new methodology is introduced for use in discrete periodic extension of non-periodic functions. The methodology is based on a…
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2013
2013
A New Approach to Heart Sounds Biometric Recognition Based on Gram-PNN
F. Beritelli
,
G. Capizzi
2013
Corpus ID: 219700157
— In this paper we introduce a new approach to heart sounds biometric recognition based on Gram polynomials and probabilistic…
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2011
2011
Gram polynomial image decimation and its application to non-rigid registration
Amir Badshah
,
P. O’Leary
,
M. Harker
Electronic imaging
2011
Corpus ID: 62169361
This paper presents a new approach to non-rigid registration. A hierarchical subdivision approach is applied, with local…
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2011
2011
Non-rigid registration for qualitiy control of printed materials
Amir Badshah
,
P. O’Leary
,
M. Harker
,
C. Sallinger
International Conference on Quality Control by…
2011
Corpus ID: 120336085
This paper presents a new approach to non-rigid elastic registration. The method is applied to hyper spectral imaging data for…
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2006
2006
Transform Coding Using Discrete Tchebichef Polynomials
R. Mukundan
2006
Corpus ID: 16064283
Moment functions based on Tchebichef polynomials have been used recently in pattern recognition applications. Such functions have…
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1997
1997
On Covering Radius and Discrete Chebyshev Polynomials
I. Honkala
,
T. Laihonen
,
S. Litsyn
Applicable Algebra in Engineering, Communication…
1997
Corpus ID: 10396023
Abstract. We derive a new upper bound on the covering radius of a code as a function of its dual distance. This bound improves on…
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1993
1993
Paper machine cross directional basis weight control using Gram polynomials
K. Kristinsson
,
G. Dumont
Proceedings of IEEE International Conference on…
1993
Corpus ID: 57172990
Discrete time orthogonal polynomials such as Gram polynomials have been used In the past to control shape on steel rolling mills…
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