Results 91 to 100 of about 10,998,730 (181)
Backtracking New Q-Newton's method, Newton's flow, Voronoi's diagram and Stochastic root finding [PDF]
A new variant of Newton's method - named Backtracking New Q-Newton's method (BNQN) - which has strong theoretical guarantee, is easy to implement, and has good experimental performance, was recently introduced by the third author. Experiments performed
Watanabe, Takayuki +3 more
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White light illuminates a flat glass plate that is held in contact with a convex glass surface. The interference of light between the two adjacent surfaces creates a series of light and dark rings, shown in Figure 1, known as Newton's rings. Pushing on
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Approximations of continuous Newton's method: An extension of Cayley's problem
Continuous Newton's Method refers to a certain dynamical system whose associated flow generically tends to the roots of a given polynomial. An Euler approximation of this system, with step size $h=1$, yields the discrete Newton's method algorithm for ...
Jon Jacobsen, Owen Lewis, Bradley Tennis
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The research presented in this paper concerns the determination of the attraction basins of Newton’s iterative method, which was used to solve the non-linear systems of observational equations associated with the geodetic measurements.
Winnicki Ireneusz +2 more
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Computer Experiments with Newton's Method
We study the chaotic behaviour of Newton's method with graphic calculators and computers. Through repeated experiments the students can explore the behaviour of the sequence Xn=Nf(Xn)=x-f(x)/f´(x) where f(x) is a quintic polynomial.
Sousa Ramos, J., Orlando Freitas, J.
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A Low-complexity Successive Detection Method for OFDM Systems over Doubly Selective Channels
For OFDM systems, the time variation of a multipath channel results in inter-carrier interference (ICI). It leads to performance degradations. In reducing the problem, current successive detection methods cost very high computationalcomplexities.
Chih-Liang Chen, Sau-Gee Chen
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On parametric representation of the Newton's aerodynamic problem. [PDF]
Barsuk AA, Paladi F.
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A Newton Collocation Method for Solving Dynamic Bargaining Games [PDF]
We develop and implement a collocation method to solve for an equilibrium in the dynamic legislative bargaining game of Duggan and Kalandrakis (2008). We formulate the collocation equations in a quasi-discrete version of the model, and we show that the ...
John Duggan, Tasos Kalandrakis
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Analysis of cable structures by Newton's method
The analysis of structures which contain catenary cables is made difficult by the non-linear force-deformation relationships of the cables. For all but the smallest deflections it is not possible to linearize these relationships without causing ...
Miller, Ronald Ian Spencer
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A Generalization of Newton's Method
It is our purpose here to investigate the method of solving equations for real roots by Newton's Method and to indicate a generalization arising from this ...
LeBouf, Billy Ruth
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