N. A. Baykara Et Al. , "Numerical Approximation to Multivariate Functions Using Fluctuationlessness Theorem with a Trigonometric Basis Function to Deal with Highly Oscillatory Functions," 11th International Conference on Mathematical Methods and Computational Techniques in Electrical Engineering/Applied Computing Conference 2009 , Vouliagmeni, Greece, pp.394-395, 2009
Baykara, N. A. Et Al. 2009. Numerical Approximation to Multivariate Functions Using Fluctuationlessness Theorem with a Trigonometric Basis Function to Deal with Highly Oscillatory Functions. 11th International Conference on Mathematical Methods and Computational Techniques in Electrical Engineering/Applied Computing Conference 2009 , (Vouliagmeni, Greece), 394-395.
Baykara, N. A., GÜRVİT, E., & Demiralp, M., (2009). Numerical Approximation to Multivariate Functions Using Fluctuationlessness Theorem with a Trigonometric Basis Function to Deal with Highly Oscillatory Functions . 11th International Conference on Mathematical Methods and Computational Techniques in Electrical Engineering/Applied Computing Conference 2009 (pp.394-395). Vouliagmeni, Greece
Baykara, N., ERCAN GÜRVİT, And Metin Demiralp. "Numerical Approximation to Multivariate Functions Using Fluctuationlessness Theorem with a Trigonometric Basis Function to Deal with Highly Oscillatory Functions," 11th International Conference on Mathematical Methods and Computational Techniques in Electrical Engineering/Applied Computing Conference 2009, Vouliagmeni, Greece, 2009
Baykara, N. A. Et Al. "Numerical Approximation to Multivariate Functions Using Fluctuationlessness Theorem with a Trigonometric Basis Function to Deal with Highly Oscillatory Functions." 11th International Conference on Mathematical Methods and Computational Techniques in Electrical Engineering/Applied Computing Conference 2009 , Vouliagmeni, Greece, pp.394-395, 2009
Baykara, N. A. GÜRVİT, E. And Demiralp, M. (2009) . "Numerical Approximation to Multivariate Functions Using Fluctuationlessness Theorem with a Trigonometric Basis Function to Deal with Highly Oscillatory Functions." 11th International Conference on Mathematical Methods and Computational Techniques in Electrical Engineering/Applied Computing Conference 2009 , Vouliagmeni, Greece, pp.394-395.
@conferencepaper{conferencepaper, author={N. A. Baykara Et Al. }, title={Numerical Approximation to Multivariate Functions Using Fluctuationlessness Theorem with a Trigonometric Basis Function to Deal with Highly Oscillatory Functions}, congress name={11th International Conference on Mathematical Methods and Computational Techniques in Electrical Engineering/Applied Computing Conference 2009}, city={Vouliagmeni}, country={Greece}, year={2009}, pages={394-395} }