@inproceedings{69bd98a55e6e4ccaa2f29e1f91d72c0b,
title = "Taylor series based integration with the fluctuation freely approximated remainder over gausswave type basis functions",
abstract = "Fluctuation free integration has recently appeared to be an efficient way to approximate the definite integral of a function and permits us to use various basis set functions in calculations. In accordance with this fact, we use Gauss Wave Type Basis Functions in computations encountered while trying to approximate the integral appearing in the remainder term of the Taylor expansion of the corresponding function. The utilization of this basis set enables us to investigate the role of the localization in the basis set on the performance of the fluctuation free integration.",
keywords = "Exponential Functions, Fluctuation Expansion, Gauss Wave, Numerical Integration, Quadrature Methods, Taylor Polynomials",
author = "S{\"u}ha Tuna and Baykara, {N. A.} and Metin Demiralp",
year = "2012",
doi = "10.1063/1.4771815",
language = "English",
isbn = "9780735411227",
series = "AIP Conference Proceedings",
pages = "800--803",
booktitle = "International Conference of Computational Methods in Sciences and Engineering 2009, ICCMSE 2009",
note = "International Conference of Computational Methods in Sciences and Engineering 2009, ICCMSE 2009 ; Conference date: 29-09-2009 Through 04-10-2009",
}