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Divided differences
Known as:
Divided difference
In mathematics, divided differences is an algorithm, historically used for computing tables of logarithms and trigonometric functions. Charles…
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Related topics
Related topics
21 relations
Algorithm
B-spline
Difference engine
Difference quotient
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Papers overview
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2010
2010
On Modified Divided Differences I
G. Blanch
2010
Corpus ID: 733663
Although divided differences of a function are of basic importance in the theory of numerical analysis, they are not nearly as…
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2007
2007
ON A QUADRATICALLY CONVERGENT ITERATIVE METHOD USING DIVIDED DIFFERENCES OF ORDER ONE
I. Argyros
2007
Corpus ID: 118268013
We introduce a new two-point iterative method to approximate solutions of nonlinear operator equations. The method uses only…
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2006
2006
Expressions of Hermite interpolation polynomials as divided differences with applications
Yang Shi-jun
2006
Corpus ID: 124321817
Expansion of a divided difference is a very important analytical tool.But it seems that the underlying techniques have been long…
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2000
2000
On Combining Computational Differentiation and Toolkits for Parallel Scientific Computing
C. H. Bischof
,
H. M. Bücker
,
P. Hovland
European Conference on Parallel Processing
2000
Corpus ID: 13267375
Automatic differentiation is a powerful technique for evaluating derivatives of functions given in the form of a high-level…
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2000
2000
Orthogonal divided differences and Schubert polynomials, P̃-functions, and vertex operators.
A. Lascoux
,
P. Pragacz
2000
Corpus ID: 15607905
We give several new formulas which are useful for Schubert Calculus associated with the orthogonal groups and related orthogonal…
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1998
1998
Shape preserving $C^2$ interpolatory subdivision schemes
F. Kuijt
,
R. V. Damme
1998
Corpus ID: 8429741
Stationary interpolatory subdivision schemes which preserve shape properties such as convexity or monotonicity are constructed…
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1994
1994
THE GENERALIZATIONS OF NEWTON'S INTERPOLATION FORMULA DUE TO M ¨ UHLBACH AND ANDOYER
C. Brezinski
1994
Corpus ID: 16054525
Newton's formula for constructing the interpolation polynomial is well{known. It makes use of divided dierences. It was…
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1986
1986
Existence of best $n$-convex approximations
D. Zwick
1986
Corpus ID: 120901033
We prove that every function f, continuous on a compact interval [a, bi, has a continuous, best n-convex approximation with…
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1980
1980
Accurate Computation of Divided Differences.
A. C. McCurdy
1980
Corpus ID: 117573312
Abstract : The standard recurrence scheme does not always yield accurate divided differences in finite precision arithmetic. When…
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1962
1962
An Algorithm for the Numerical Application of a Linear Operator
Terence G. Jones
JACM
1962
Corpus ID: 16918267
The use of iterative procedures for interpolation is well-known. In this paper an iterative procedure, that may be used to…
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