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This book touches on certain dynamics regarding the theoretical and cultural basis of the model Fethullah Gulen has developed based on dialogue, tolerance, concurrence among different groups that come from different religions, cultures, and civilizations. Gulen's model focuses on human beings, those who surround all their world with thought and action, and who are directed toward love for God and for creation.
Of the world’s seven continents, Asia is the largest. Its physical landscapes, political units, and ethnic groups are both wide-ranging and many. Southwest, South and Middle Asia are highly populated regions which, as a whole, cover an extremely large area of varied geography. In total, this domain is unique in its plant diversity and large vegetation zones with different communities and biomes. It is rich in endemics, with specific and intraspecific diversity of fruit trees and medicinal plants, including a number of rare, high value, species. At the same time, much of the land in the region is too dry or too rugged, with many geographical extremes. Overgrazing, oil and mineral extraction...
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This book is a foundational piece of work in stable homotopy theory and in the theory of transformation groups. It may be roughly divided into two parts. The first part deals with foundations of (equivariant) stable homotopy theory. A workable category of CW-spectra is developed. The foundations are such that an action of a compact Lie group is considered throughout, and spectra allow desuspension by arbitrary representations. But even if the reader forgets about group actions, he will find many details of the theory worked out for the first time. More subtle constructions like smash products, function spectra, change of group isomorphisms, fixed point and orbit spectra are treated. While it is impossible to survey properly the material which is covered in the book, it does boast these general features: (i) a thorough and reliable presentation of the foundations of the theory; (ii) a large number of basic results, principal applications, and fundamental techniques presented for the first time in a coherent theory, unifying numerous treatments of special cases in the literature.
This book focuses on media and zeroes in some critical and oppositional aspects of internet usage within Turkey. It does not radically challenge some works on Turkey’s recent grand narrative but presents empirical and minor accounts to this. However, in elaborating the long history of relatively resilient and multilayered oppositional digital media networks in Turkey, this book insists that an idea of authoritarian turn may be misleading as the internet communications are exposed to repressive measures and surveillance tactics from the very beginning of the country’s recent past. While discussing from citizen journalism practices to political trolls and from Gezi Park protests to disinformation campaigns, this book pays tribute to digital activists and points out that mobilizing through digital networks can present glimmers of hope in challenging authoritarian regimes.
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This book helps students at the advanced undergraduate and beginning graduate levels to develop connections between the algebra, geometry, and analysis that they know, and to better appreciate the totality of what they have learned. The text demonstrates the use of general concepts by applying theorems from various areas in the context of one problem - solving the quintic. The problem is approached from two directions: the first is Felix Klein's nineteenth-century approach, using the icosahedron. The second approach presents recent works of Peter Doyle and Curt McMullen, which update Klein's use of transcendental functions to a solution through pure iteration.
The two great epics of (old) India, the Mahabharata and the Ramayana, are written in a language, which differs from so-called classical Sanskrit in many details. Both texts still are of an enormous importance in India and other countries. Because of this, a grammar describing all the different characteristics of epic Sanskrit has been missed until now. The Grammar of Epic Sanskrit will now close this gap.