# Main

**Welcome to My Website **

I am currently carrying out Post-Doctoral research at the Astroparticle & Cosmology Center (APC) of University of Paris. My research interests are revolving around the general theme of Gauge/Gravity dualities. I am currently investigating the implications of holographic ideas to physics beyond the standard model (SM) and its coupling to gravity. In parallel I am also trying to understand the physics of black holes and wormholes using string-theoretic and other mathematical tools such as those of random matrices. My research is funded by the advanced ERC-grand SM-GRAV whose principal investigator is Professor Elias Kiritsis.

**Gauge/Gravity Duality**

Gauge/Gravity duality is a very broad subject that many scientists are trying to develop. It relates non-gravitating quantum field theories (QFT's) with string theory -or its low energy gravitational spin-offs for all practical purposes- in higher dimensions. During the historical evolution of theoretical physics there were numerous hints pointing towards it.

First, the study of the large N limit of gauge theories by Gerard 't Hooft revealed that they admit a string-like expansion. Moreover correlators of gauge invariant operators factorize up to 1/N corrections, a fact that hints to a classical description at first order in 1/N that people were not able to fully exploit (exept in special cases of low dimensionality such as random matrices/ matrix quantum mechanics). Another hint was the open/closed duality in string theory that relates tree level closed string propagation with one loop open string amplitudes.

In parallel, the main conceptual idea -Holography- was already intuitively developed from Gerard 't Hooft and Leonard Susskind in the early 90's. It was based on the studies of black holes and in particular on the remark that the entropy of a black hole obeys an area law and not a volume law as local quantum field theories do -gravity in a sense has much less degrees of freedom than usual quantum field theories in the same number of dimensions-.

These ideas culminated in the work of Juan Maldacena who managed to establish a quantitative connection in the case of spacetimes having AdS (Anti-DeSitter) asymptotics. From then a flurry of activity developed these ideas of holography and emergent space much further both from a phenomenological as well as a mathematical and fundamental perspective.