Results 31 to 40 of about 792,456 (288)
Fast Piecewise Polynomial Fitting of Time-Series Data for Streaming Computing
Streaming computing attracts intense attention because of the demand for massive data analyzing in real-time. Due to unbounded and continuous input, the volume of streaming data is so high that all the data cannot be permanently stored.
Jianhua Gao +5 more
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Object of research is technical state of deteriorating systems whose operating conditions depend on a large number of interacting factors. The caused inhomogeneity of the sample of initial data on the technical state leads to impossibility of correct ...
Lev Raskin +3 more
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Semidefinite relaxations for semi-infinite polynomial programming [PDF]
This paper studies how to solve semi-infinite polynomial programming (SIPP) problems by semidefinite relaxation method. We first introduce two SDP relaxation methods for solving polynomial optimization problems with finitely many constraints.
Guo, Feng, Wang, Li
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Algebraic methods for chromatic polynomials
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Biggs, N.L., Klin, M.H., Reinfeld, P.
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Model Order Selection From Noisy Polynomial Data Without Using Any Polynomial Coefficients
Given a set of noisy data values from a polynomial, determining the degree and coefficients of the polynomial is a problem of polynomial regressions. Polynomial regressions are very common in engineering, science, and other disciplines, and it is at the ...
Asoke K. Nandi
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Addition of sets via symmetric polynomials — A polynomial method
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Godinho, H., Gomes, O.R.
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This paper proposes a probabilistic small-signal stability analysis method based on the polynomial approximation approach. Since the correct determination of unknown coefficients has a direct effect on the accuracy of the polynomial approximation method,
Ali Mohammad Tabrizchi +1 more
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This paper proposes a hybrid approach combining Recurrent Neural Network (RNN) and polynomial regression methods for time-domain modeling of nonlinear circuits.
Amin Faraji +4 more
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The exponential stability of numerical methods to stochastic differential equations (SDEs) has been widely studied. In contrast, there are relatively few works on polynomial stability of numerical methods.
Foondun, Mohammud +2 more
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Numerical Polynomial Homotopy Continuation Method and String Vacua
Finding vacua for the four-dimensional effective theories for supergravity which descend from flux compactifications and analyzing them according to their stability is one of the central problems in string phenomenology. Except for some simple toy models,
Dhagash Mehta
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