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Lagrange polynomial
Known as:
Lagrangian interpolation
, Lagrange interpolant
, Barycentric Interpolation
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In numerical analysis, Lagrange polynomials are used for polynomial interpolation. For a given set of distinct points and numbers , the Lagrange…
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Related topics
Related topics
40 relations
BCH code
Basis function
Bernstein polynomial
Bicubic interpolation
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Broader (1)
Interpolation
Papers overview
Semantic Scholar uses AI to extract papers important to this topic.
2017
2017
Optimal stability of the Lagrange formula and conditioning of the Newton formula
J. Carnicer
,
Y. Khiar
,
J. Peña
Journal of Approximation Theory
2017
Corpus ID: 59605945
2009
2009
How Reed-Solomon Codes Can Improve Steganographic Schemes
C. Fontaine
,
F. Galand
EURASIP Journal on Information Security
2009
Corpus ID: 1856274
The use of syndrome coding in steganographic schemes tends to reduce distortion during embedding. The more complete model comes…
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2007
2007
Polynomial Size Analysis of First-Order Functions
O. Shkaravska
,
R. V. Kesteren
,
M. V. Eekelen
International Conference on Typed Lambda Calculus…
2007
Corpus ID: 443275
We present a size-aware type system for first-order shapely function definitions. Here, a function definition is called shapely…
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Highly Cited
2006
Highly Cited
2006
On the use of a high order overlapping grid method for coupling in CFD/CAA
G. Desquesnes
,
M. Terracol
,
E. Manoha
,
P. Sagaut
Journal of Computational Physics
2006
Corpus ID: 45054640
Highly Cited
2006
Highly Cited
2006
A further assessment of interpolation schemes for window deformation in PIV
B. Kim
,
H. Sung
2006
Corpus ID: 86863873
We have evaluated the performances of the following seven interpolation schemes used for window deformation in particle image…
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2006
2006
Functional Networks and the Lagrange Polynomial Interpolation
Cristina Solares
,
Eduardo W. Vieira
,
R. Mínguez
Ideal
2006
Corpus ID: 29533257
A new approach is presented for the approximation of a scalar function defined on a discrete set of points. The method is based…
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2006
2006
Second-generation wavelet denoising methods for irregularly spaced data in two dimensions
V. Delouille
,
M. Jansen
,
R. Sachs
Signal Processing
2006
Corpus ID: 6317499
2004
2004
Lagrange Interpolation by Bivariate C1-Splines with Optimal Approximation Order
G. Nürnberger
,
Frank Zeilfelder
Advances in Computational Mathematics
2004
Corpus ID: 5609338
We develop the first local Lagrange interpolation scheme for C1-splines of degree q≥3 on arbitrary triangulations. For doing this…
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2001
2001
Local Lagrange interpolation by bivariate C 1 cubic splines
G. Nürnberger
,
L. Schumaker
,
Frank Zeilfelder
2001
Corpus ID: 17220758
Lagragne interpolation schemes are constructed based on C1 cubic splines on certain triangulations obtained from checkerboard…
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Review
1992
Review
1992
Interpolative reasoning in fuzzy logic and neural network theory
L. Zadeh
[ Proceedings] IEEE International Conference on…
1992
Corpus ID: 120872244
Summary form only given. Interpolative reasoning plays a key role in both fuzzy logic and neural network theory. The basic…
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