Hermite interpolation
Solving Two-Points Singular Boundary Value Problem Using Hermite Interpolation Heba A. Abd Al-Razak
... the Hermite interpolation method to solve second order regular boundary value problems for singular ordinary differential ...used Hermite interpolation on each subdomain, the solution of the ...
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A Multi Secret Sharing Scheme with Many Keys Based on Hermite Interpolation
... A secret sharing scheme is one of cryptographies. A threshold scheme, which is introduced by Shamir in 1979, is very famous as a secret sharing scheme. We can consider that this scheme is based on Lagrange's ...
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Optimization of the Gyroaverage operator based on Hermite interpolation
... Abstract. Gyrokinetic modeling is appropriate for describing Tokamak plasma turbulence, and the gyroaverage operator is a cornerstone of this approach. In a gyrokinetic code, the gyroaveraging scheme needs to be accurate ...
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A New Wideband Mutual Coupling Compensation Method for Adaptive Arrays Based on Cubic Hermite Interpolation
... the interpolation method is an alternative method for numerical- ...the interpolation method is simpler and more accurate, and there are many common interpolation methods, such as linear ...
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Computation of eigenvalues of discontinuous dirac system using Hermite interpolation technique
... of Hermite interpolations will not cost any additional computational efforts since the samples f n σ π will be used to compute both f(t) and f′(t) according to (12) and (14), ...method, Hermite interpola- ...
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Parallel Hermite Interpolation on Faulty K-ary n-cubes Network
... This section proposes a parallel algorithm for computing an N=k n point Hermite interpolation on a k-ary n-cube. Since k-any n-cubes are the underlying topology of a number of practical parallel machines , ...
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Computing eigenvalues and Hermite interpolation for Dirac systems with eigenparameter in boundary conditions
... used Hermite-type sampling series ...the Hermite inter- polations with an error ...theorem, Hermite interpolations, but applied to regularized functions hence avoiding any (multiple) inte- gration ...
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Parallel Hermite Interpolation on Extended Fibonacci Cubes
... This work suggests a parallel algorithm for Hermite interpolation on Extended Fibonacci Cube EFC 1 ( n) . The proposed algorithm has 3 phases: initialization, main and final. The main phase of the algorithm ...
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A new kind of Hermite interpolation
... the Hermite interpolation in the roots of ...quasi-Hermite interpolation on the nodes obtained by projecting vertically the zeros of 1 − x 2 P n (x) on the unit circle, where P n (x) stands ...
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Modified Hermite Interpolation on the Unit Circle
... modified Hermite interpolation on the nodes, which are obtained by projecting vertically the zeros of the 1 − onto the unit circle, where stands for th Legendre ...
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Hermite Interpolation with Triangular Fuzzy Numbers
... polynomial interpolation of triangular fuzzy number is ...The hermite interpolation method is studied with triangular fuzzy number an example is provided to illustrate the ...
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The Approximation of Hermite Interpolation on the Weighted Mean Norm
... Abstract We research the simultaneous approximation problem of the higher-order Hermite interpolation based on the zeros of the second Chebyshev polynomials under weighted Lp-norm.. The [r] ...
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A generalization of Hermite interpolation
... REFERENCES SUN, X.H., A new kind of interpolation: 0, 6 M interpolation, submitted [2] DeVORE, R.A., The approximation of continuous functions by positive linear operators, Sprmger Lectu[r] ...
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On approximation of functions and their derivatives by quasi Hermite interpolation
... see [3] At the end of paper [3], they speculated that "it would be interesting to construct a matrix which is optimal for all the derivatives up to order r." This is the problem of const[r] ...
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Accuracy and Computational Cost of Interpolation Schemes While Performing N Body Simulations
... quintic Hermite), two-step, and three-step Hermite in- terpolation ...by Hermite interpolation schemes and interpolants for ODEX2 and ERKN integrators are discussed in this ...of ...
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Convergence of Interpolatory Polynomial Between Lagrange and Hermite
... In 2016, Bahadur and Bano [2] considered modified Hermite interpolation onto the unit circle. Later on, several mathematician have considered Hermite and Lagrange interpolation on different ...
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Vol 2014
... a Hermite interpolation problem for different set of nodes and obtained the explicit forms, estimates and ...of Hermite interpolation polynomial based on the nodes obtained by projecting ...
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The Hermite Transform: A Survey
... the Hermite transformation and their implications for ...two-dimensional Hermite transfor- mation at a single scale ...the Hermite transformation across multiple scales ...the Hermite coe ffi ...
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A matrix Method for Interval Hermite Curve Segmentation
... of Hermite curves and surfaces have the advantages of both simple computation of points on curves or surfaces and their derivatives and of easy analysis of the geometric properties of Hermite curves and ...
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Sparse-view tomography via displacement function interpolation
... Linear interpolation between sinogram views is equiva- lent to linear combination of the images from the ori- ginal sparse-view reconstruction and rotated versions of the sparse-view ...
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