Erzurum Kongresi'nin 48. yıldönümü:kongrenin 54 delegesinden bugün hayatta 3 kişi var

Taha Toros Arşivi, Dosya Adı: Milli MücadeleUnutma İstanbul projesi İstanbul Kalkınma Ajansı'nın 2016 yılı "Yenilikçi ve Yaratıcı İstanbul Mali Destek Programı" kapsamında desteklenmiştir. Proje No: TR10/16/YNY/010

Büyük Tıp Tarihçisi Ord. Prof. Dr. Süheyl Ünver (1898-1986)

Taha Toros Arşivi, Dosya No: 16-Süheyl Ünverİstanbul Kalkınma Ajansı (TR10/14/YEN/0033) İstanbul Development Agency (TR10/14/YEN/0033

Cahit Arf için

Taha Toros Arşivi, Dosya No: 357-Cahit Arf. Not: Gazetenin "Görüş" köşesinde yayımlanmıştır.Unutma İstanbul projesi İstanbul Kalkınma Ajansı'nın 2016 yılı "Yenilikçi ve Yaratıcı İstanbul Mali Destek Programı" kapsamında desteklenmiştir. Proje No: TR10/16/YNY/010

Hekimbaşı Abdülhak Molla

Taha Toros Arşivi, Dosya No: 56-Abdülhak Hamit Tarhanİstanbul Kalkınma Ajansı (TR10/14/YEN/0033) İstanbul Development Agency (TR10/14/YEN/0033

Effects of Inflation Uncertainty on Economic Policies: Inflation-Targeting Regime

Inflation uncertainty maintains its importance in emerging economies as well as in others. Increases in the level of inflation uncertainty constitute an important risk factor by affecting macroeconomic variables in the markets that are sensitive to price changes. The stabilization programs implemented in Turkey during 1980–2003 could not reduce the sensitivity of economic structure to inflationary shocks. Between 2003 and 2015, changes occurred, switching from high inflation to the single-digit inflation rates, in Turkey with transition to the inflation-targeting regime. Within the scope of this study, the effect of inflation uncertainty on inflation, economic growth and selected monetary-fiscal policy variables was examined using multivariate generalized autoregressive conditional heteroscedasticity (MGARCH) models. The dynamic conditional covariance model is designed to reflect the strong time-dependent correlation structure. While the inflation-targeting regime studies in developing countries focus on either the adoption or nonadoption of such a regime and its feasibility, this study evaluates the success of the regime in Turkey as an emerging economy

Strictly singular operators and isomorphisms of Cartesian products of power series spaces

V. P. Zahariuta, in 1973, used the theory of Fredholm operators to develop a method to classify Cartesian products of locally convex spaces. In this work we modify his method to study the isomorphic classification of Cartesian products of the kind E0p(a)×E¥ q(b) where 1 £ p,q £ ¥, p ¹ q, a = (an)n=1¥ and b = (bn)n=1¥ are sequences of positive numbers and E0p(a), E¥ q (b) are respectively lp-finite and lq-infinite type power series spaces

Historicizing Sunni Islam in the Ottoman Empire, c. 1450-c. 1750

Articles collected in Historicizing Sunni Islam in the Ottoman Empire, c. 1450–c. 1750 engage with the idea that “Sunnism” itself has a history and trace how particular Islamic genres – ranging from prayer manuals, heresiographies, creeds, hadith and fatwa collections, legal and theological treatises, and historiography to mosques and Sufi convents – developed and were reinterpreted in the Ottoman Empire between c. 1450 and c. 1750. The volume epitomizes the growing scholarly interest in historicizing Islamic discourses and practices of the post-classical era, which has heretofore been styled as a period of decline, reflecting critically on the concepts of ‘tradition’, ‘orthodoxy’ and ‘orthopraxy’ as they were conceived and debated in the context of building and maintaining the longest-lasting Muslim-ruled empire. Readership: All interested in the debates on Sunni Islam and in the politics of religion and confessionalism in the early modern Ottoman Empire and in “post-classical” Islamic history more generally

On some normability conditions

Various normability conditions of locally convex spaces (including Vogt interpolation classes DN and as well as quasi- and asymptotic normability) are investigated. In particular, it is shown that on the class of Schwartz spaces the property of asymptotic normability coincides with the property GS , which is a natural generalization of Gelfand-Shilov countable normability (cf. [9, 25], where the metrizable case was treated). It is observed also that there are certain natural duality relationships among some of normability conditions