Alisoy, G., Aktaş, S. (2018). Diferansiyel Fark Özelliklerinin Korunması ile Çok Katlı Değişkenlere Bağımlı Fonksiyonların G⊂E_n Bölgesi Dışına Genişletilmesi. Muş Alparslan Üniversitesi Fen Bilimleri Dergisi, Cilt: 6 Sayı: 1, 493–500. https://ajindex.com/articles/1531258
Sobolev S.L., Some Applications of Functional Analysis in Mathematical Physics: Third Edition, American Mathematical Society, p. 286, 1991
Nikolskii S.M., Functions with dominant mixed derivative, satisfying a multiple Hölder condition, Sibirsk. Mat. Zh. 4, 1342-1364, 1963
Besov O.V., Ilyin V.P., Nikolskii S.M. Integral Representations of Functions and Embedding Theorems Nauka, Moscow. 1996
Burenkov V.I., Fayn B.L., Extension of functions from anisotropic spaces with preservation of class. Steklov Mathematical Institute, 150, 52-66, 1979
Besov O.V., Dzhabrailov A.D. Classes of functions with generalized mixed Hölder condition, Steklov Mathematical Institute, FTMN. 105, 15-20 1969
Amanov T.I., Representation and imbedding theorems for the function spaces S (r) p,θ B(Rn) and S (r)*p,θ B, (0 ≥ xj ≥ 2π, j = 1,., n), Trudy Mat. Inst. Steklov. 77, 5-34, 1965
Dzhabrailov A.D., Kerimova G.T., On a new integral representation by multiple differential-difference characteristic. Proceedings news of the Academy of Sciences of Azerbaijan, SSR, FTMN. 4, 23-27, 1988
Maksudov F.T., Dzhabrailov A.D.,The method of integral representations in the theory of spaces, V.1 Baku “Elm”, p. 200, 2000
Kerimova G.T., Properties of differential functions with repeated difference- differential characteristic depending on multi-package variables. PhD Thesis, Baku, p. 127. 1997
Kerimova G.T., Dzhabrailov A.D., Alisoy H.Z., Doğushan Ş. Dahilolma (Gömme) teoremleri biçimindeki eşitsizlikler, CBÜ Fen-Edebiyat Fakültesi Dergisi, Fen Bil. Seri (Matematik). 4, 31-37, 1998
Alisoy G.T., Alisoy H.Z. On integral representations of multi package variable functions, International Journal of Applied Mathematics, 11, 371-386, 2002
Alisoy G.T, Dzhabrailov A.D., Alisoy H.Z. Properties of functions in some weighted spaces, Applicable Analysis. 84, 405-417, 2005
Kudryavtsev S.N. Extension of functions from non-isotropic Nikol'skii-Besov spaces and the approximation of their derivatives, arXiv preprint arXiv:1703.09734, 2017
Mashiyev R.A., Cekic B., Avci M. Yucedag Z. Existence and multiplicity of weak solutions for nonuniformly elliptic equations with nonstandard growth condition, Complex Variables and Elliptic Equations. 57, 5, 579-595, 2012
Rabil M., Zehra Y., Sezgin O. Existence and multiplicity of solutions for a Dirichlet problem involving the discrete p(x)-Laplacian operatör Electronic Journal of Qualitative Theory of Differential Equations. 67, 1-10, 2011
Stasyuk S.A., Yanchenko, S.Y. Approximation of functions from Nikolskii–Besov type classes of generalized mixed smoothness, Analysis Mathematica. 41, 311-334, 2015
Sobolev S.L., Some Applications of Functional Analysis in Mathematical Physics: Third Edition, American Mathematical Society, p. 286, 1991
Nikolskii S.M., Functions with dominant mixed derivative, satisfying a multiple Hölder condition, Sibirsk. Mat. Zh. 4, 1342-1364, 1963
Besov O.V., Ilyin V.P., Nikolskii S.M. Integral Representations of Functions and Embedding Theorems Nauka, Moscow. 1996
Burenkov V.I., Fayn B.L., Extension of functions from anisotropic spaces with preservation of class. Steklov Mathematical Institute, 150, 52-66, 1979
Besov O.V., Dzhabrailov A.D. Classes of functions with generalized mixed Hölder condition, Steklov Mathematical Institute, FTMN. 105, 15-20 1969
Amanov T.I., Representation and imbedding theorems for the function spaces S (r) p,θ B(Rn) and S (r)*p,θ B, (0 ≥ xj ≥ 2π, j = 1,., n), Trudy Mat. Inst. Steklov. 77, 5-34, 1965
Dzhabrailov A.D., Kerimova G.T., On a new integral representation by multiple differential-difference characteristic. Proceedings news of the Academy of Sciences of Azerbaijan, SSR, FTMN. 4, 23-27, 1988
Maksudov F.T., Dzhabrailov A.D.,The method of integral representations in the theory of spaces, V.1 Baku “Elm”, p. 200, 2000
Kerimova G.T., Properties of differential functions with repeated difference- differential characteristic depending on multi-package variables. PhD Thesis, Baku, p. 127. 1997
Kerimova G.T., Dzhabrailov A.D., Alisoy H.Z., Doğushan Ş. Dahilolma (Gömme) teoremleri biçimindeki eşitsizlikler, CBÜ Fen-Edebiyat Fakültesi Dergisi, Fen Bil. Seri (Matematik). 4, 31-37, 1998
Alisoy G.T., Alisoy H.Z. On integral representations of multi package variable functions, International Journal of Applied Mathematics, 11, 371-386, 2002
Alisoy G.T, Dzhabrailov A.D., Alisoy H.Z. Properties of functions in some weighted spaces, Applicable Analysis. 84, 405-417, 2005
Kudryavtsev S.N. Extension of functions from non-isotropic Nikol'skii-Besov spaces and the approximation of their derivatives, arXiv preprint arXiv:1703.09734, 2017
Mashiyev R.A., Cekic B., Avci M. Yucedag Z. Existence and multiplicity of weak solutions for nonuniformly elliptic equations with nonstandard growth condition, Complex Variables and Elliptic Equations. 57, 5, 579-595, 2012
Rabil M., Zehra Y., Sezgin O. Existence and multiplicity of solutions for a Dirichlet problem involving the discrete p(x)-Laplacian operatör Electronic Journal of Qualitative Theory of Differential Equations. 67, 1-10, 2011
Stasyuk S.A., Yanchenko, S.Y. Approximation of functions from Nikolskii–Besov type classes of generalized mixed smoothness, Analysis Mathematica. 41, 311-334, 2015.