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Performing womanhood in schools: a feminist phenomenological investigation of female teachers' psycho-social health experiences and implications for educational leadership in Turkey. [PDF]
Front PsycholIş E.
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Program evaluation of an urban community diagnosis program incorporating fieldwork using a realist approach. [PDF]
BMC Med EducHaruta J +3 more
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Stringy geometry from F‐theory
Fortschritte der Physik, 2016We review the construction of six‐dimensional non‐geometric string compactifications obtained from torus fibrations with T‐duality monodromy. We take a geometric point of view where T‐duality twists are identified with Dehn twists of an auxiliary surface fibered over a two dimensional base. Degenerations of this auxiliary surface define codimension‐two
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Nuclear Physics B - Proceedings Supplements, 1998
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Fortschritte der Physik, 2010
AbstractWe review some recent progress in Grand Unification using F‐theory.
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AbstractWe review some recent progress in Grand Unification using F‐theory.
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Contemporary Physics, 2010
There is currently a wide gulf between string theory and experiment. This is compounded by the existence of a ‘landscape’ of solutions to the string theory equations of motion, many of which are in gross violation of experimental constraints. To make contact with experiment, it is then necessary to impose some additional criteria to find potentially ...
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There is currently a wide gulf between string theory and experiment. This is compounded by the existence of a ‘landscape’ of solutions to the string theory equations of motion, many of which are in gross violation of experimental constraints. To make contact with experiment, it is then necessary to impose some additional criteria to find potentially ...
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2012
Complex tetrahedral surface T is a non planar projective surface that is generated by four intersecting complex projective planes CP2. In this paper, we study the family {Tm} of blow ups of T and exhibit the link of these Tms with the set of del Pezzo surfaces dPn obtained by blowing up n isolated points in the CP2.
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Complex tetrahedral surface T is a non planar projective surface that is generated by four intersecting complex projective planes CP2. In this paper, we study the family {Tm} of blow ups of T and exhibit the link of these Tms with the set of del Pezzo surfaces dPn obtained by blowing up n isolated points in the CP2.
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