This research paper addresses secularization from both political and religious perspectives. One of its manifestations in the political sphere is that of globalization that can lead to alienation within society; and in the United Kingdom this is exemplified by Brexit. Within the religious sphere secularization is usually couched in oppositional terms. This paper reclaims the original use ...

Along with the economic and defence sectors, cultural political sphere is an indicator of state's authority on world stage. A country's success in this area depends population's understanding government's appropriate actions. Therefore, a balanced strategy legitimization state not only justifies activities for citizens, but also solves number socio-economic problems. The study identified main e...

Republican period in Turkey, conflicts the cultural sphere are usually an extension of political sphere. Trying to understand nature this kind relationship between culture and politics Turkey also, contribute current discussion concept "cultural power”, it is important examine context concrete developments. The study was limited when Justice Development Party (AKP) power. Since 2002, has been g...

The article is based on the analysis of existence culture in modern globalized world with its challenges and contradictions. Based materials a number International scientific conferences 2020–2021, authors reflect problems cultural development (domestic world), consider current socio­cultural practices, as well realities prospects studies. It revealed that traditions innovations, preservation h...

We give a new proof of Ohta’s Λ-adic Eichler-Shimura isomorphism using p-adic Hodge theory and the results of Bloch-Kato and Hyodo on p-adic étale cohomology.

A description of the closure in the Bloch norm of the Bloch functions that are in a Hardy space is given. The result uses the classical estimates for the Lusin area function. §

New criteria for the boundedness and the compactness of the generalized weighted composition operators from mixed norm spaces into Blochtype spaces are given in this paper.

Let u be a holomorphic function and φ a holomorphic self-map of the open unit disk D in the complex plane. We give some new characterizations for the boundedness of the weighted composition operators uCφ from Bloch type spaces to Zygmund type spaces in D in terms of u,φ, their derivatives and the n-th power φ of φ. Moreover, we obtain some similar estimates for their essential norms. From which...

Kato established higher local reciprocity map (see section 5 and [K1, Th. 2 of §6] (two-dimensional case), [K2, Th. II], [K3, §4]) using in particular this theorem. In this section we deduce the reciprocity map for higher local fields from this theorem and Bloch–Kato’s theorem of section 4. Our approach which uses generalized class formations simplifies Kato’s original argument. We use the nota...

We investigate a system described by two real scalar fields coupled with gravity in (4, 1) dimensions in warped spacetime involving one extra dimension. The results show that the parameter which controls the way the two scalar fields interact induces the appearence of thick brane which engenders internal structure, driving the energy density to localize inside the brane in a very specific way.