On approximation properties for non-linear integral operators
Year 2017,
Volume: 5 Issue: 4, 123 - 129, 01.10.2017
Sevgi Esen Almali
Abstract
![](data:image/png;base64,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)
References
- C. Bardaro, J. Musielak and G. Vinti, Nonlinear integral operators and applications. De Gruyter Series in Nonlinear Analysis and Applications, 9. Walter de Gruyter & Co., Berlin, 2003. xii+201 pp.
- G. Uysal, V. N. Mishra, O. O. Guller and E. Ibikli, A generic research on nonlinear non-convolution type singular integral operators. Korean J. Math. 24 (2016), no. 3, 545–565.
- H. Karsli, Convergence and rate of convergence by nonlinear singular integral operators depending on two parameters. Appl. Anal. 85 (2006), no. 6-7, 781–791.
- H. Karsli and V. Gupta, Rate of convergence of nonlinear integral operators for functions of bounded variation. Calcolo 45 (2008), no. 2, 87–98.
- H. Karsli, On approximation properties of non-convolution type nonlinear integral operators. Anal. Theory Appl. 26 (2010), no. 2, 140–152.
- J. Musielak, Approximation by nonlinear singular integral operators in generalized Orlicz spaces. Comment. Math. Prace Mat. 31 (1991), 79–88.
- S. E. Almali and A. D. Gadjiev, On approximation properties of certain multidimensional nonlinear integrals. J. Nonlinear Sci. Appl. 9 (2016), no. 5, 3090–3097.
- S. E. Almali, Approximation of A Class of Non-linear Integral Operators. CBU.of Sci. 13 (2017), no. 2, 407-411.
- T. Swiderski and E. Wachnicki, Nonlinear singular integrals depending on two parameters. Comment. Math. Prace Mat. 40 (2000), 181–189.
Year 2017,
Volume: 5 Issue: 4, 123 - 129, 01.10.2017
Sevgi Esen Almali
References
- C. Bardaro, J. Musielak and G. Vinti, Nonlinear integral operators and applications. De Gruyter Series in Nonlinear Analysis and Applications, 9. Walter de Gruyter & Co., Berlin, 2003. xii+201 pp.
- G. Uysal, V. N. Mishra, O. O. Guller and E. Ibikli, A generic research on nonlinear non-convolution type singular integral operators. Korean J. Math. 24 (2016), no. 3, 545–565.
- H. Karsli, Convergence and rate of convergence by nonlinear singular integral operators depending on two parameters. Appl. Anal. 85 (2006), no. 6-7, 781–791.
- H. Karsli and V. Gupta, Rate of convergence of nonlinear integral operators for functions of bounded variation. Calcolo 45 (2008), no. 2, 87–98.
- H. Karsli, On approximation properties of non-convolution type nonlinear integral operators. Anal. Theory Appl. 26 (2010), no. 2, 140–152.
- J. Musielak, Approximation by nonlinear singular integral operators in generalized Orlicz spaces. Comment. Math. Prace Mat. 31 (1991), 79–88.
- S. E. Almali and A. D. Gadjiev, On approximation properties of certain multidimensional nonlinear integrals. J. Nonlinear Sci. Appl. 9 (2016), no. 5, 3090–3097.
- S. E. Almali, Approximation of A Class of Non-linear Integral Operators. CBU.of Sci. 13 (2017), no. 2, 407-411.
- T. Swiderski and E. Wachnicki, Nonlinear singular integrals depending on two parameters. Comment. Math. Prace Mat. 40 (2000), 181–189.
There are 9 citations in total.