The Politics of Turkish democracy: İsmet İnönü and the formation of the multi-party system, 1938-1950

One of the most significant yet least known periods of modern Turkish history is that of Turkey's second president, Ismet Inönü. Following the death of Mustafa Kemal Atatürk in 1938, Turkish politicians and intellectuals struggled to redefine Kemalist notions of modernity and democracy, Islam and secularization, the role of the state, and Turkey's place in the world. The Politics of Turkish Democracy examines Inönü's presidency (19381950), which developed amid the crises of World War II and the Cold War, global economic and political transformation, and economic and social change within Turkey. John M. VanderLippe analyzes the political discourse of the era and argues that Inönü was a pivotal figure who played the decisive role in Turkey's transition to a multi-party political system

The 2007 elections and parliamentary elites in Turkey: The emergence of a new political class?

This essay analyzes the impact of the 2007 elections in Turkey on the structure of the parliamentary elites. The article begins with an examination of the recent trends in turnover rates. The electoral earthquake of 2002 resulted in the highest turnover in modern Turkish politics. In 2007, the turnover rate declined to 59.3 percent as a result of the relative stabilization of party competition. In the subsequent sections of the essay, the data on the social backgrounds of the deputies with respect to age, gender, occupation, education, and knowledge of the Arabic language are examined. The analysis reveals some notable differences as well as similarities between the political parties that entered the Grand National Assembly in 2007. Of particular importance is the fact that 73 out of 341 AKP deputies know Arabic, presumably as a result of their training at the Imam-Hatip schools. The essay concludes with the observation that the AKP's decisive electoral victories in 2002 and 2007 have facilitated the rise of a new political class of parliamentary elites in Turkey

Parameter analysis of copper-nickel-tungsten prepared via powder metallurgy process for electrical discharge machining of polycrystalline diamond

Polycrystalline Diamond (PCD) tools have an outstanding wear resistance. The electric conductivity of PCD caused by the conductive binding material (Cobalt) makes it possible to machine PCD tools with EDM. Electrode used in EDM of PCD must have better porosity, electrical and thermal conductivity. Therefore, this research presents the works in production of Cu-Ni-W electrode by powder metallurgy route. Production of powder metallurgy parts involve mixing of the powder with additives or lubricants, compacting the mixture and heating the green compacts in an Argon gas furnace so the particle bond to each other. Two levels of full factorial with six centre points and two replication technique was used to study the influence of main and interaction effects of the powder metallurgy parameter. There were four factors involved in this experiment. Factor A which is Type of Cu-Ni; Type A and Type B was defined as categorical factor. Factor B in which Composition of W; 5 Wt.%, 15 Wt. % and 25 Wt.%, was defined as numerical factor. Factor C which is the Compaction load; 7, 8 and 9 tonne and Factor D which is Sintering temperature; 635 ℃, 685 ℃ and 735 ℃ were also defined as numerical factor. Optical Microscope, Scanning Electron Microscopy (SEM) and Energy Dispersive X-ray (EDX) was used to analysed the microstructure and surface morphology of Cu-Ni-W electrode. The best parameter combination to produced better porosity, electrical and thermal conductivity for both Type A and Type B was 5 Wt.% of W, compaction load at 9 tonne and sintering temperature at 735℃. The best response for Type A is 12.65% of porosity, 14.40 IACS% of electrical conductivity and 413.26 W/m.℃ of thermal conductivity. While that, the best response for Type B were 9.36% of porosity, 16.66 IACS% of electrical conductivity and 345.21W/m.℃ of thermal conductivity. From the calculation of Maxwell’s Equation, Type A and Type B had the highest electrical conductivity of 58.48 IACS% and 77.35 IACS% respectively at W content of 5Wt.%. Type A and Type B also had the highest thermal conductivity of 369.86 W/m.℃ and 310.24 W/m.℃ respectively at W content of 5 Wt.%. Besides that, thermal conductivity also increased with the temperature increased until 450℃

Clinical Teaching and OSCE in Pediatrics

Emphasis is being given to early contact by medical students with patients, and curricula are being designed to address this trend. Although teaching of clinical skills mostly depends on the traditional "apprenticeship" model, there is insufficient supervision of students while they examine the patients. This leads to the lack of acquisition of good clinical skills and some patient-student frustrations during examination by inexperienced students. The problem is greater in pediatric departments. One way to overcome this is to observe the students while they take a history and do a physical examination and to give them feedback. On the other hand, objective structured clinical examinations (OSCEs) should be used more in pediatric examinations to make use of the steering effect such examinations have on student achievement. However, OSCEs should not be the only student assessment tool, but should be complemented by other examination methods

Quantum Ergodicity on Graphs : from Spectral to Spatial Delocalization

We prove a quantum-ergodicity theorem on large graphs, for eigenfunctions of Schr\"odinger operators in a very general setting. We consider a sequence of finite graphs endowed with discrete Schr\"odinger operators, assumed to have a local weak limit. We assume that our graphs have few short loops, in other words that the limit model is a random rooted tree endowed with a random discrete Schr\"odinger operator. We show that absolutely continuous spectrum for the infinite model, reinforced by a good control of the moments of the Green function, imply "quantum ergodicity", a form of spatial delocalization for eigenfunctions of the finite graphs approximating the tree. This roughly says that the eigenfunctions become equidistributed in phase space. Our result applies in particular to graphs converging to the Anderson model on a regular tree, in the r\'egime of extended states studied by Klein and Aizenman-Warzel.Comment: To appear in the Annals of Mat

Analyzing large-scale DNA Sequences on Multi-core Architectures

Rapid analysis of DNA sequences is important in preventing the evolution of different viruses and bacteria during an early phase, early diagnosis of genetic predispositions to certain diseases (cancer, cardiovascular diseases), and in DNA forensics. However, real-world DNA sequences may comprise several Gigabytes and the process of DNA analysis demands adequate computational resources to be completed within a reasonable time. In this paper we present a scalable approach for parallel DNA analysis that is based on Finite Automata, and which is suitable for analyzing very large DNA segments. We evaluate our approach for real-world DNA segments of mouse (2.7GB), cat (2.4GB), dog (2.4GB), chicken (1GB), human (3.2GB) and turkey (0.2GB). Experimental results on a dual-socket shared-memory system with 24 physical cores show speed-ups of up to 17.6x. Our approach is up to 3x faster than a pattern-based parallel approach that uses the RE2 library.Comment: The 18th IEEE International Conference on Computational Science and Engineering (CSE 2015), Porto, Portugal, 20 - 23 October 201