ORCID "TR3402" Fakülteler için listeleme
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The Amalgam spaces W(Lp(x),{pn} ) and boundedness of hardy–littlewood maximal operators
Gürkanlı, Ahmet Turan (Springer, 2015)Let Lq(x)(R)Lq(x)(R) be variable exponent Lebesgue space and l{qn}l{qn} be discrete analog of this space. In this work we define the amalgam spaces W(L p(x),L q(x)) and W(Lp(x),l{qn})W(Lp(x),l{qn}), and discuss some basic ... -
Bilinear multipliers of weighted Wiener amalgam spaces and variable exponent Wiener amalgam spaces
Kulak, Öznur; Gürkanlı, Ahmet Turan (Springer, 2014)Let ?1, ?2 be slowly increasing weight functions, and let ?3 be any weight function on Rn. Assume that m(? ,?) is a bounded, measurable function on Rn × Rn. We define Bm(f, g)(x) = Rn Rnˆ f(? )gˆ(?)m(? ,?)e2?i?+?,x d? d? ... -
On the weighted variable exponent amalgam space W(L-P(X) , L-M(Q))
Gürkanlı, Ahmet Turan; Aydın, İsmail (Elsevier, 2014)In [4], a new family W(L-p(x), L-m(q))of Wiener amalgam spaces was defined and investigated some properties of these spaces, where local component is a variable exponent Lebesgue space L-p(x) (R) and the global component ...