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Sabancı University Physics Seminar



Title: 3-Dimensional Field Theories of Massive Gravity

Speaker: Tekin Dereli, Koç University

Date/Time: May 11, 2016 Wednesday at 13:40

Place: Sabancı University, FENS G035




Gravity in (2+1)-dimensions has long received attention as a theoretical tool that highlights the topological aspects of gravitation. There is a recent renewal of interest with papers on the New Massive Gravity (2009) and Minimal Massive (3D) Gravity (2014). I will briefly review these models and give a generic extension that involves quadratic curvature invariants in the action, using the language of exterior differential forms. (2+1)-dimensional space-times with constant curvature and constant torsion will be  given as background solutions.

Short Bio:

T.D. received his B.S. and Ph.D. degrees in physics from METU. He taught  at METU and Ankara University for many years and at Koç University since 2001. He held long-term research appointments at Yale and Brandeis Universities  (USA), Lancaster University (UK), University of Vienna (Austria) and Karlsruhe University (Germany). He was an Associate Member of ICTP (Italy).  Among the honours and prizes he  has received, T.D. won the TUBITAK Science Prize in 1996.  He published  many articles in prestigious journals   and is still writing papers on a very wide range of subjects in mathematical physics; covering topics in  quantum field theories, gauge theories, spin structures,  differential geometry and topology in physics, gravitation and cosmology.