A Study on A New Class of q-Bernoulli, q-Euler and q-Genocchi Polynomials

İnfertilite sorunu olan dişi sığırlar- da ve insanlarda Coxiella burnetii antikor- larının ELISA testi ile belirlenmesi ve seroprevalansının saptanması.. Seyitoğlu

ABR'de retrokoklear tutulum i~in en onemli, bu- nun yam Slra en subjektif degerlendirme ol~iisii ceva- bm morfolojisidir (6,9,21.29),Koklea otesi lezyonlarda ABR.tarn cevap

Motivated by the generalizations in () of the classical Bernoulli and Euler polynomials, we introduce and investigate here the so-called generalized two-dimensional q-Bernoulli

At the end of this sudy, we explained the integral representation of

[20]-[27] Kim et al introduced a new notion for the q-Genocchi numbers and polyno- mials, studied on basic properties and gaves relationships of the q-analogues of Euler and

In this chapter, together with the knowledge that we obtained in the previous Books and Journals, we used some properties in other related materials as they are been cited by means

The properties of q- Bernoulli, q-Euler and q-Genocchi numbers and polynomials are investigated at (Mahmudov and Momenzadeh, 2014) by using q- improved exponential

purpose of this section is to introduce some of the classical polynomials such as Bernoulli, Euler, Genocchi, Apostol type, and Hermite polynomials as famous members of the class