Suchergebnisse - interpolating polynomial algorithm

Real‐time estimation of olive flounder growth in indoor aquaculture using cameras combined with a grid von Nguyen, Hang Thi Phuong, Jun, Myoungjae, Jeong, Hieyong

“… Estimating fish growth in real time has many benefits for indoor aquaculture farms, such as saving labor time and costs, reducing water pollution during …”
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Prototype Mobile Vision System for Automatic Length Estimation of Olive Flounder (Paralichthys olivaceus) in Indoor Aquaculture von Kwon, Inyeong, Nguyen, Hang Thi Phuong, Prasadini Fernando, Paththige Waruni, Jeong, Hieyong, Jung, Sungju, Kim, Taeho

“… Real-time estimation of fish growth offers multiple benefits in indoor aquaculture, including reduced labor, lower operational costs, improved feeding …”
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Updating analysis of key performance indicators of 4G LTE network with the prediction of missing values of critical network parameters based on experimental data from a dense urban environment von Imoize, Agbotiname Lucky, Tofade, Samuel Oluwatobi, Ughegbe, Glory Uzuazobona, Anyasi, Francis Ifeanyi, Isabona, Joseph

“… In order to address this problem, field data were collected from a dense urban environment, and the missing parameters were predicted using the Piecewise Cubic Hermite Interpolating Polynomial (PCHIP) algorithm …”
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Lagrange Multivariate Polynomial Interpolation: A Random Algorithmic Approach von Essanhaji, A., Errachid, M.

“… , and so the interpolation space will depend on the set Z of interpolation points. Techniques of univariate Newton interpolating polynomials are extended to multivariate data points by different generalizations and practical algorithms …”
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Sparse polynomial interpolation based on diversification von Huang, Qiao-Long

“… Building on the algorithm of Ben-Or and Tiwari (1988) for interpolating polynomials over fields with characteristic zero, we develop a new Monte Carlo algorithm over finite fields by doing additional probes …”
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RMVPIA: a new algorithm for computing the Lagrange multivariate polynomial interpolation von Errachid, M., Essanhaji, A., Messaoudi, A.

“… ; Messaoudi and Sadok Numer. Algorithms J 76 , 675–694 2017 ; Muhlbach Numer. Math. 31 , 97–110 1978 ). The study of the multivariate polynomial interpolation is more difficult and the approaches are less obvious …”
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Technical Note: spektr 3.0—A computational tool for x-ray spectrum modeling and analysis von Punnoose, J., Xu, J., Sisniega, A., Zbijewski, W., Siewerdsen, J. H.

“… ) algorithm, updating previous work based on the tungsten anode spectral model using interpolating polynomials (TASMIP) spectral model …”
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Survey of Hermite Interpolating Polynomials for the Solution of Differential Equations von Kumari, Archna, Kukreja, Vijay K.

“… This article aims to provide an overview of the most widely used Hermite interpolating polynomials and their implementation in various algorithms to solve different types of differential equations …”
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Computation of a function of a matrix with close eigenvalues by means of the Newton interpolating polynomial von Kurbatov, V.G., Kurbatova, I.V.

“… A novel feature is an approximate calculation of divided differences for the Newton interpolating polynomial in a special way …”
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Memory-Efficient Attacks on Small LWE Keys von Esser, Andre, Mukherjee, Arindam, Sarkar, Santanu

“… For instance, considering uniformly random ternary secrets of length n we improve the best known time complexity for polynomial memory algorithms from 2 1.063 n down-to 2 0.926 n …”
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Reconstruction of noisy Electrocardiograms by approximation using Lagrange form of Hermite interpolating polynomial with Chebyshev nodes von Chouhan, Vandana, Ray, Shashwati

“… Elecrocardiograms (ECG) are recording of heart’s electrical activity and most common test for ambulatory and intensive care unit. Medical conditions such as …”
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Calculating a function of a matrix with a real spectrum von Kubelík, P., Kurbatov, V. G., Kurbatova, I. V.

“… the two main block diagonals using interpolating polynomials. The rest of the f ( T ) entries can be calculated using the Parlett recurrence algorithm …”
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Rational interpolation through the optimal attachment of poles to the interpolating polynomial von Berrut, Jean-Paul, Mittelmann, Hans D.

“… the nodes. The method consists in replacing the interpolating polynomial with a rational interpolant whose poles are all prescribed, written in its barycentric form as in [4 …”
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Early termination for sparse interpolation of polynomials in Chebyshev bases von Kaltofen, Erich L., Yang, Zhi-Hong

“… We show that the early termination algorithm in [Kaltofen and Lee, JSC, vol. 36, nr. 3–4, 2003] for interpolating a polynomial that is a linear combination of t Chebyshev polynomials of the first kind can be modified to use …”
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Fast Parallel Algorithms for Sparse Multivariate Polynomial Interpolation over Finite Fields von Grigoriev, Dima Yu, Karpinski, Marek, Singer, Michael F.

“… (and moreover boolean $NC$-algorithm) for interpolating $t$-sparse polynomials over finite fields …”
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Artificial neural networks approach to the bivariate interpolation problem von Jafarian, A., Basiligheh, N.

“… polynomial’s coefficients by using a learning algorithm which is based on the gradient descent method …”
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Sparse Polynomial Interpolation in Nonstandard Bases von Lakshman, Y. N., Saunders, B. David

“… ) for interpolating polynomials that are sparse in the standard basis. The arithmetic complexity of the algorithms is $O(t^{2} + t \log d)$, which is also the complexity of the univariate version of the Ben-Or and Tiwari algorithm. That algorithm and those presented here also share the requirement of $2t$ evaluation points …”
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High level fault modeling of analog circuits through automated model generation using Chebyshev and Newton interpolating polynomials von Xia, Likun, Farooq, Muhammad Umer, Bell, Ian M.

“… ). This is still a critical issue that industry is facing in reducing analog testing cost. We present a novel algorithm using a fusion of Chebyshev and Newton interpolating polynomials (CNIP …”
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Analysis of the inherent instability of the interpolating moving least squares method when using improper polynomial bases von Li, Xiaolin, Wang, Qingqing

“… Then, using shifted and scaled polynomial bases, a stabilized algorithm of the IMLS method is proposed and analyzed …”
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Experimental investigation of denoising electrocardiogram using lagrange form of hermite interpolating polynomial with chebyshev nodes von Ray, Shashwati, Chouhan, Vandana

“… Here, we propose approximation using hermite polynomial interpolation with chebyshev nodes for denoising electrocardiogram signals that consequently compresses them too …”
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