Lilith’in sosyal temsili üzerinden cinsiyetçiliği anlamak

Korkmaz Karaoğlu, Leman


Anisotropic solutions for generalised holography
Devecioğlu, Deniz Olgu; Sarıoğlu, Bahtiyar Özgür; Department of Physics (2016)
We first find that the four dimensional cosmological Einstein-Yang-Mills theory with $SU(2)$ gauge group admits Lifshitz spacetime as a base solution for the dynamical exponent $z > 1$. Motivated by this, we next demonstrate numerically that the field equations admit black hole solutions which behave regularly on the horizon and at spatial infinity for different horizon topologies. In the second part, using an off-shell Killing spinor analysis we perform a systematic investigation of the supersymmetric back...
Charlotte Turner Smith: a harbinger of romantic poetry?
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Charlotte Smith, a prolific and prominent poet of the late 18th century, inspired many of her successors with the innovative poetic genres and subject matter that she introduced. Although her literary legacy was largely forgotten for centuries, she has been recently rediscovered by feminist scholars of Romanticism and is nowadays being cited as the first Romantic poet. Despite the many innovations in her poetry, this study, however, intends to problematize this labelling, by arguing that Smith’s poetry fail...
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The aim of this study is to analyze the arguments from design to intelligent design and to present the main philosophical aspects of design arguments. Without examining the conceptual background of design arguments, it is not possible to understand their roles in philosophy, theology and science. To this aim, first the philosophical usage of the argument is explained into three categories: argument from design, argument to design and intelligent design. Next, in order to provide a deeper analysis, William P...
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Kaba, Mustafa Devrim; Önsiper, Mustafa Hurşit; Department of Mathematics (2011)
In the first three chapters of this thesis we study two conjectures relating arithmetic with geometry, namely Tate and Lang’s conjectures, for a certain class of algebraic surfaces. The surfaces we are interested in are assumed to be defined over a number field, have irregularity two and admit a genus two fibration over an elliptic curve. In the final chapter of the thesis we prove the isomorphism of the Picard motives of an arbitrary variety and its Albanese variety.
Citation Formats
L. Korkmaz Karaoğlu and Z. YENİÇERİ KÖKDEMİR, “Lilith’in sosyal temsili üzerinden cinsiyetçiliği anlamak,” presented at the 19. Ulusal Psikoloji Kongresi, Türkiye, 2016, Accessed: 00, 2022. [Online]. Available: