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SYMMETRIC IDENTITIES INVOLVING CARLITZ'S-TYPE TWISTED (h,q)-TANGENT-TYPE POLYNOMIALS UNDER S₅

Yıl 2016, Sayı: 12, 0 - 1, 01.07.2016

Öz

– In [11], Ryoo introduced the Carlitz’s-type twisted (h,q)-Tangent numbers and polynomials. In
this paper, we consider some new symmetric identities involving Ryoo’s Carlitz’s-type twisted (h,q) Tangenttype
polynomials arising from the fermionic p-adic invariant integral on
Z
p
under
5 S
termed symmetric
group of degree five.

Yıl 2016, Sayı: 12, 0 - 1, 01.07.2016

Öz

Toplam 0 adet kaynakça vardır.

Ayrıntılar

Diğer ID JA27VV56GF
Bölüm Araştırma Makalesi
Yazarlar

Uğur Duran

Mehmet Açıkgöz Bu kişi benim

Yayımlanma Tarihi 1 Temmuz 2016
Gönderilme Tarihi 1 Temmuz 2016
Yayımlandığı Sayı Yıl 2016 Sayı: 12

Kaynak Göster

APA Duran, U., & Açıkgöz, M. (2016). SYMMETRIC IDENTITIES INVOLVING CARLITZ’S-TYPE TWISTED (h,q)-TANGENT-TYPE POLYNOMIALS UNDER S₅. Journal of New Theory(12), 0-1.
AMA Duran U, Açıkgöz M. SYMMETRIC IDENTITIES INVOLVING CARLITZ’S-TYPE TWISTED (h,q)-TANGENT-TYPE POLYNOMIALS UNDER S₅. JNT. Temmuz 2016;(12):0-1.
Chicago Duran, Uğur, ve Mehmet Açıkgöz. “SYMMETRIC IDENTITIES INVOLVING CARLITZ’S-TYPE TWISTED (h,q)-TANGENT-TYPE POLYNOMIALS UNDER S₅”. Journal of New Theory, sy. 12 (Temmuz 2016): 0-1.
EndNote Duran U, Açıkgöz M (01 Temmuz 2016) SYMMETRIC IDENTITIES INVOLVING CARLITZ’S-TYPE TWISTED (h,q)-TANGENT-TYPE POLYNOMIALS UNDER S₅. Journal of New Theory 12 0–1.
IEEE U. Duran ve M. Açıkgöz, “SYMMETRIC IDENTITIES INVOLVING CARLITZ’S-TYPE TWISTED (h,q)-TANGENT-TYPE POLYNOMIALS UNDER S₅”, JNT, sy. 12, ss. 0–1, Temmuz 2016.
ISNAD Duran, Uğur - Açıkgöz, Mehmet. “SYMMETRIC IDENTITIES INVOLVING CARLITZ’S-TYPE TWISTED (h,q)-TANGENT-TYPE POLYNOMIALS UNDER S₅”. Journal of New Theory 12 (Temmuz 2016), 0-1.
JAMA Duran U, Açıkgöz M. SYMMETRIC IDENTITIES INVOLVING CARLITZ’S-TYPE TWISTED (h,q)-TANGENT-TYPE POLYNOMIALS UNDER S₅. JNT. 2016;:0–1.
MLA Duran, Uğur ve Mehmet Açıkgöz. “SYMMETRIC IDENTITIES INVOLVING CARLITZ’S-TYPE TWISTED (h,q)-TANGENT-TYPE POLYNOMIALS UNDER S₅”. Journal of New Theory, sy. 12, 2016, ss. 0-1.
Vancouver Duran U, Açıkgöz M. SYMMETRIC IDENTITIES INVOLVING CARLITZ’S-TYPE TWISTED (h,q)-TANGENT-TYPE POLYNOMIALS UNDER S₅. JNT. 2016(12):0-1.


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