نتایج جستجو برای: sinc collection methods

تعداد نتایج: 2016667  

Journal: :Applied Mathematics and Computation 2018
Tomoaki Okayama

The Sinc approximation is a function approximation formula that attains exponential convergence for rapidly decaying functions defined on the whole real axis. Even for other functions, the Sinc approximation still works accurately when combined with a proper variable transformation. The convergence rate has been analyzed for typical cases including finite, semi-infinite, and infinite intervals....

Journal: :Reliable Computing 2013
Tomoaki Okayama

The Sinc quadrature and the Sinc indefinite integration are approximation formulas for definite integration and indefinite integration, respectively, which can be applied on any interval by using an appropriate variable transformation. Their convergence rates have been analyzed for typical cases including finite, semi-infinite, and infinite intervals. In addition, for verified automatic integra...

2017
Hope Seib McMaster Cynthia A. LeardMann Steven Speigle Don A. Dillman Valerie Stander Jackie Pflieger Carlos Carballo Teresa Powell Kelly Woodall Evelyn Sun Lauren Bauer William Lee Nida Corry Christianna Williams John Fairbank Robert Murphy Ernestine Briggs-King Ellen Gerrity Robert Lee

BACKGROUND Previous research has found that a "web-push" approach to data collection, which involves contacting people by mail to request an Internet survey response while withholding a paper response option until later in the contact process, consistently achieves lower response rates than a "paper-only" approach, whereby all respondents are contacted and requested to respond by mail. METHOD...

Journal: :sahand communications in mathematical analysis 0
mohammad zarebnia department of mathematics, faculty of mathematical sciences, university of mohaghegh ardabili,m, p.o.box 56199-11367, ardabil, iran.

in this paper, a numerical solution for a system of linear fredholm integro-differential equations by means of the sinc method is considered. this approximation reduces the system of integro-differential equations to an explicit system of algebraic equations. the exponential convergence rate $o(e^{-k sqrt{n}})$ of the method is proved. the analytical results are illustrated with numerical examp...

Journal: :SIAM J. Scientific Computing 2011
Oren E. Livne Achi Brandt

A fast multilevel algorithm (MuST) for evaluating an n-sample sinc interpolant at mn points is presented. For uniform grids, its complexity is 25mn log(1/δ) flops for the sinc kernel and 75mn log(1/δ) for the sincd kernel, where δ is the target evaluation accuracy. MuST is faster than FFTand FMM-based evaluations for large n and/or for large δ. It is also applicable to non-uniform grids and to ...

2015
Hao Wang Jianxiong Wang ᅟ Rusli

UNLABELLED Periodic silicon nanocones (SiNCs) with different periodicities are fabricated by dry etching of a Si substrate patterned using monolayer polystyrene (PS) nanospheres as a mask. Hybrid Si/ PEDOT PSS solar cells based on the SiNCs are then fabricated and characterized in terms of their optical, electrical, and photovoltaic properties. The optical properties of the SiNCs are also inv...

Journal: :Computer Science and Application 2018

Journal: :The American Mathematical Monthly 2008

Journal: :Elemente der Mathematik 2016

Journal: :Numerical Mathematics-theory Methods and Applications 2022

We consider numerical approximations of spectral fractional Laplace-Beltrami problems on closed surfaces. The proposed algorithms rely their Balakrishnan integral representation and consist a sinc quadrature coupled with standard finite element methods for parametric Possibly up to log term, optimal rates convergence are observed derived analytically when the discrepancies between exact solutio...

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