نتائج البحث

Fekete-Szegö problem for a new subclass of analytic functions satisfying subordinate condition associated with Chebyshev polynomials.

• Authors : KAMALİ, Muhammet¹ ; ÇAĞLAR, Murat²; DENİZ, Erhan²

• Source: Turkish Journal of Mathematics. 2021, Vol. 45 Issue 3, p1195-1208. 14p.

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(p, q)-Chebyshev polynomials for the families of biunivalent function associating a new integral operator with (p, q)-Hurwitz zeta function.

• Authors : HADI, Sarem H.^1,2; DARUS, Maslina²

• Source: Turkish Journal of Mathematics. 2022, Vol. 46 Issue 6, p2415-2429. 15p.

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Numerical approach for solving space fractional order diffusion equations using shifted Chebyshev polynomials of the fourth kind.

• Authors : SWEILAM, Nasser Hassan¹; NAGY, Abdelhameed Mohamed²; Elaziz El-SAYED, Adel Abd³

• Source: Turkish Journal of Mathematics. 2016, Vol. 40 Issue 6, p1283-1297. 15p. 4 Charts, 4 Graphs.

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Second Hankel determinant for certain subclasses of bi-univalent functions involving Chebyshev polynomials.

• Authors : ORHAN, Halit¹; TOKLU, Evrim² ; KADIOĞLU, Ekrem¹

• Source: Turkish Journal of Mathematics. 2018, Vol. 42 Issue 4, p1927-1940. 14p.

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Sparse sums with bases of Chebyshev polynomials of the third and fourth kind.

• Authors : SOLARY, Maryam SHAMS¹

• Source: Turkish Journal of Mathematics. 2016, Vol. 40 Issue 2, p250-271. 22p. 8 Charts, 2 Graphs.

تفاصيل العنوان

On the Chebyshev coefficients for a general subclass of univalent functions.

• Authors : ALTINKAYA, Şahsene¹ ; YALÇIN, Sibel¹

• Source: Turkish Journal of Mathematics. 2018, Vol. 42 Issue 6, p2885-2890. 6p.

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Longest increasing subsequences in involutions avoiding patterns of length three.

• Authors : MANSOUR, Toufik¹; YILDIRIM, Gökhan²

• Source: Turkish Journal of Mathematics. 2019, Vol. 43 Issue 5, p2183-2192. 10p.

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Generalized Chebyshev polynomials of the second kind.

• Authors : ALQUDAH, Mohammad A.¹

• Source: Turkish Journal of Mathematics. 2015, Vol. 39 Issue 6, p842-850. 9p.

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On a class of generalized Humbert--Hermite polynomials via generalized Fibonacci polynomials.

• Authors : PATHAN, Mahmood Ahmad¹ ; KHAN, Waseem Ahmad^1,2

• Source: Turkish Journal of Mathematics. 2022, Vol. 46 Issue 3, p929-945. 17p.

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Formulas for special numbers and polynomials derived from functional equations of their generating functions.

• Authors : KILAR, Neslihan

Subjects: GENERATING functions; LUCAS numbers; POLYNOMIALS

• Source: Turkish Journal of Mathematics; 2022, Vol. 46 Issue 6, p2450-2465, 16p

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