Akhiyeser, N. I., Theory of Approximation, (1965), M. pp 1-408; Dover Publications, New York.
Chebyshev, P. L., “The theory of mechanisms known under the name of parallelograms”, Complete Collected Works, Vol 2, M2, M.-4, (1947).
·Ibragimov, I. I., Teoriya Priblijeniya Tsel{mi Funktsiyami, 1979, Baku, ·Izd. “ELM” NAN Azerbaijan Republic, 1–468, (In Russian).
Khavinson, S.Ya., On an Extremal Problems of the Theory of Analytic Function, Usp Math. Nauk, V4, N4, Moscow, (1949), 158–159.
Khavinson, S.Ya & Çatskaya, Ye, ¸S., Dvoystvenniye Sootno¸seniya i Kriterii Elementov Nailuç¸sego Priblijeniya, M ·IS·I, Moscow, (1976), (In Russian).
Nasibov, F. G., Annulyator Klassa W;zu Nekotor{ye Primeneniya, V·IN·IT·I, No 1671-82, Dep. (1982), 1-11, Moscow, (In Russian).
Nasibov, F. G., Description of Annihilator of one Class of Entire Functions of Finite Semi- Order and Some Applications, ·Izv. VUZ SSSR, MATEMAT·IKA, V. 30, N 2, (1986), 29–33. [8] Nasibov, F. G., Extremal Problems in Classes of Entire Functions Bounded on the Real Axis, ·Izv. VUZ SSSR, V44, N10, (2000), 45–52, Allerton Press, New York.
Nasibov, F. G., K Extremaln{m Problemam v Klassakh Tsel{kh Funktsiy, Dokl. NAN Azer- baijan Republic, V62, N5–6, (2006), 26–32, (In Russian).
Nasibov, F. G., Extremaln{ye Zadachi v Klassakh Tsel{kh Funktsiy, , ·Izd. “ELM” NAN Azerbaijan Republic, (1998), 1–298, Baku, (In Russian).
Natanson, I. P., Konstruktivnaya Teoriya Funktsiy, 1949, Moskova, 1-688. (In Russian)
Timan, A. F., Teoriya Priblijeniya Funktsiy Deystvitelnogo Peremenogo, 1960, Moscow, (In Russian). (Theory of Approximation of Functions of a Real Variable, Dover Publ., INC, New York, 1963).
Zinger, I., Best Approximation in Normed Linear Spaces by Elements of Linear Subspaces, 1970, Berlin, Springer.
Current address : Ferhad HÜSEYÍNO ¼GLU NASÍBOV: Kastamonu University, Faculty of Arts and Science, Dept. of Physics, Kastamonu, TURKEY., Ahmet KAÇAR: Kastamonu University, Education Faculty, Elementary Education Department, Kastamonu, TURKEY
Akhiyeser, N. I., Theory of Approximation, (1965), M. pp 1-408; Dover Publications, New York.
Chebyshev, P. L., “The theory of mechanisms known under the name of parallelograms”, Complete Collected Works, Vol 2, M2, M.-4, (1947).
·Ibragimov, I. I., Teoriya Priblijeniya Tsel{mi Funktsiyami, 1979, Baku, ·Izd. “ELM” NAN Azerbaijan Republic, 1–468, (In Russian).
Khavinson, S.Ya., On an Extremal Problems of the Theory of Analytic Function, Usp Math. Nauk, V4, N4, Moscow, (1949), 158–159.
Khavinson, S.Ya & Çatskaya, Ye, ¸S., Dvoystvenniye Sootno¸seniya i Kriterii Elementov Nailuç¸sego Priblijeniya, M ·IS·I, Moscow, (1976), (In Russian).
Nasibov, F. G., Annulyator Klassa W;zu Nekotor{ye Primeneniya, V·IN·IT·I, No 1671-82, Dep. (1982), 1-11, Moscow, (In Russian).
Nasibov, F. G., Description of Annihilator of one Class of Entire Functions of Finite Semi- Order and Some Applications, ·Izv. VUZ SSSR, MATEMAT·IKA, V. 30, N 2, (1986), 29–33. [8] Nasibov, F. G., Extremal Problems in Classes of Entire Functions Bounded on the Real Axis, ·Izv. VUZ SSSR, V44, N10, (2000), 45–52, Allerton Press, New York.
Nasibov, F. G., K Extremaln{m Problemam v Klassakh Tsel{kh Funktsiy, Dokl. NAN Azer- baijan Republic, V62, N5–6, (2006), 26–32, (In Russian).
Nasibov, F. G., Extremaln{ye Zadachi v Klassakh Tsel{kh Funktsiy, , ·Izd. “ELM” NAN Azerbaijan Republic, (1998), 1–298, Baku, (In Russian).
Natanson, I. P., Konstruktivnaya Teoriya Funktsiy, 1949, Moskova, 1-688. (In Russian)
Timan, A. F., Teoriya Priblijeniya Funktsiy Deystvitelnogo Peremenogo, 1960, Moscow, (In Russian). (Theory of Approximation of Functions of a Real Variable, Dover Publ., INC, New York, 1963).
Zinger, I., Best Approximation in Normed Linear Spaces by Elements of Linear Subspaces, 1970, Berlin, Springer.
Current address : Ferhad HÜSEYÍNO ¼GLU NASÍBOV: Kastamonu University, Faculty of Arts and Science, Dept. of Physics, Kastamonu, TURKEY., Ahmet KAÇAR: Kastamonu University, Education Faculty, Elementary Education Department, Kastamonu, TURKEY
Nasíbov, F. H., & Kaçar, A. (2009). ANNIHILATOR CONCEPT AND ITS APPLICATION TO BEST APPROXIMATION THEORY. Communications Faculty of Sciences University of Ankara Series A1 Mathematics and Statistics, 58(2), 31-38. https://doi.org/10.1501/Commua1_0000000650
AMA
Nasíbov FH, Kaçar A. ANNIHILATOR CONCEPT AND ITS APPLICATION TO BEST APPROXIMATION THEORY. Commun. Fac. Sci. Univ. Ank. Ser. A1 Math. Stat. August 2009;58(2):31-38. doi:10.1501/Commua1_0000000650
Chicago
Nasíbov, Ferhad Hüseyinoğlu, and Ahmet Kaçar. “ANNIHILATOR CONCEPT AND ITS APPLICATION TO BEST APPROXIMATION THEORY”. Communications Faculty of Sciences University of Ankara Series A1 Mathematics and Statistics 58, no. 2 (August 2009): 31-38. https://doi.org/10.1501/Commua1_0000000650.
EndNote
Nasíbov FH, Kaçar A (August 1, 2009) ANNIHILATOR CONCEPT AND ITS APPLICATION TO BEST APPROXIMATION THEORY. Communications Faculty of Sciences University of Ankara Series A1 Mathematics and Statistics 58 2 31–38.
IEEE
F. H. Nasíbov and A. Kaçar, “ANNIHILATOR CONCEPT AND ITS APPLICATION TO BEST APPROXIMATION THEORY”, Commun. Fac. Sci. Univ. Ank. Ser. A1 Math. Stat., vol. 58, no. 2, pp. 31–38, 2009, doi: 10.1501/Commua1_0000000650.
ISNAD
Nasíbov, Ferhad Hüseyinoğlu - Kaçar, Ahmet. “ANNIHILATOR CONCEPT AND ITS APPLICATION TO BEST APPROXIMATION THEORY”. Communications Faculty of Sciences University of Ankara Series A1 Mathematics and Statistics 58/2 (August 2009), 31-38. https://doi.org/10.1501/Commua1_0000000650.
JAMA
Nasíbov FH, Kaçar A. ANNIHILATOR CONCEPT AND ITS APPLICATION TO BEST APPROXIMATION THEORY. Commun. Fac. Sci. Univ. Ank. Ser. A1 Math. Stat. 2009;58:31–38.
MLA
Nasíbov, Ferhad Hüseyinoğlu and Ahmet Kaçar. “ANNIHILATOR CONCEPT AND ITS APPLICATION TO BEST APPROXIMATION THEORY”. Communications Faculty of Sciences University of Ankara Series A1 Mathematics and Statistics, vol. 58, no. 2, 2009, pp. 31-38, doi:10.1501/Commua1_0000000650.
Vancouver
Nasíbov FH, Kaçar A. ANNIHILATOR CONCEPT AND ITS APPLICATION TO BEST APPROXIMATION THEORY. Commun. Fac. Sci. Univ. Ank. Ser. A1 Math. Stat. 2009;58(2):31-8.