عشقے نے جد کڈھے وٹ
سارے ای گئے پچھے ہٹ
دوری سہی نہیں جاندی اے
عمراں گئی اے ساری کٹ
جس گھر رن کولہنی جی
کتے جاندے بھانڈے چٹ
ہٹ دھرمی وچہ سہوے پنجاہ
’’بھانویں پنج نہ سہندا جٹ‘‘
تھالی دے وچ کجھ وی نہیں
ویکھ بھڑولے خالی مٹ
یاراں نال حسابے کی
منہ توں پردہ پاسے سٹ
پڑھ درود نبیؐ سرور
ایسے گل تے جاویں ڈٹ
Contemporary secular Switzerland has been polarised by more than two decades of anti-Muslim sentiments, conveyed through misrepresentative narratives by some politicians and media, ‘otherising’ Islam and Muslim-related issues. This polarised environment may have triggered ambivalent impacts on the personal development of Swiss-born Muslims Consequently, I suggest that they live in an ambivalent position, where their status as Muslim is not fully acknowledged and their belonging to Switzerland still questioned. Indeed, this article will explore the following research question: How do some young Swiss-born Muslim adults construct their subjectivities and experiences linked to Islam in their daily lives in contemporary Switzerland? The research methodology of this focused ethnography draws on various semi-structured interviews and informal conversations with several young Swiss Muslim men and women. The paper focuses on (a) Switzerland’s socio-cultural and political context and (b) the various ways this study’s research partners construct their ambivalent subjectivities through the analysis of their individual trajectories and narratives. It concludes that young Swiss Muslim adults formulate and produce alternative narratives, in order to make sense of their lives and accommodate various layers of identification in contemporary Switzerland. Eventually some recommendations for further research are formulated.
Two–weight criteria of various type for one–sided maximal functions and one–sided potentials are established in variable exponent Lebesgue spaces. Among other re- sults we derive the Hardy–Littlewood, Fefferman–Stein and trace inequalities in these spaces. Weighted estimates for Hardy–type, maximal, potential and singular opera- tors defined by means of a quasi–metric and a doubling measure are derived in Lp(x) spaces. In some cases examples of weights guaranteeing the appropriate weighted estimates are given.