Friday, May 29, 2015
10h00 Cours de physique théorique
Cours de physique théorique
Salle Claude Itzykson, Bât. 774 Orme des Merisiers
Grégoire Misguich
Monday, Jun 01, 2015
11h00 Séminaire de physique mathématique
Séminaire de physique mathématique
Salle Claude Itzykson, Bât. 774 Orme des Merisiers
Benjamin Basso
Tuesday, Jun 02, 2015
11h00 Séminaire général de l'IPhT
Séminaire général de l'IPhT
Salle Claude Itzykson, Bât. 774 Orme des Merisiers
Csaba Csaki
14h15 Séminaire de matrices, cordes et géométries aléatoires
Séminaire de matrices, cordes et géométries aléatoires
Salle Claude Itzykson, Bât. 774 Orme des Merisiers
Victor Vuletescu
16h00 Séminaire hadronique et des particules
Séminaire hadronique et des particules
Salle Claude Itzykson, Bât. 774 Orme des Merisiers
Javi Serra
Thursday, Jun 04, 2015
11h00 Groupe de travail
Groupe de travail
Salle Claude Itzykson, Bât. 774 Orme des Merisiers
Anthony Perret
Friday, Jun 05, 2015
10h00 Cours de physique théorique
Cours de physique théorique
Salle Claude Itzykson, Bât. 774 Orme des Merisiers
Grégoire Misguich
The research performed at the IPhT aims at better understanding the laws which govern our universe and its organisation. It encompasses most of the great subjects of modern theoretical physics:
The IPhT comprises about fifty permanent physicists (2/3 CEA, 1/3 CNRS), about thirty PhD students and postdocs, assisted by a support staff of about ten people. The IPhT also hosts permanently many short term visitors.
A century ago Albert Einstein used his new theory of gravity – the general relativity  for evaluating the bending angle of rays of light under the gravitational pull from the Sun. Ludovic Planté, Pierre Vanhove and their colleagues have evaluated for the first time the quantum gravity correction to this bending angle. The computation is done in the framework of the lowenergy effective field theory, which allows evaluating large distance effects by keeping only low energy fields and couplings. This contribution is universal to any theory of quantum because since it is independent of (any unknown) highenergy degrees of freedom. The quantum correction depends on the spin of the deflected massless particle, in contrast to the classical contribution. Therefore it violates the equivalence principle but preserves the fundamental symmetries of the theory on which Einstein based his theory of general relativity. "Bending of Light in Quantum Gravity", N. E. J. BjerrumBohr, John F. Donoghue, Barry R. ... 

C. Pepin, 20150408

No one had checked before, but RNA, the nucleic acid involved in many cell functions including protein synthesis, appears to be the only « strand of life » not to have knots. Over the years, advances in structural biology have firmly established that both proteins and DNA, although subject to evolutionary selection, do not escape the statistical law whereby a sufficiently long and compacted molecular strand will inevitably be entangled. However, no one to date had looked into the case of RNA. Using the structural description provided for approximately 6,000 RNA chains entered in the Protein Data Bank, a team of researchers from the SISSA (Italy) and the IPhT has performed a thorough study of the presence of knots in these biopolymers. In order to detect knots, they used the following methods:


F. David, 20150408

In 1981, the famous theoretician A. Polyakov introduced the quantum Liouville theory as a model for the quantized string. This theory “quantizes” the Liouville equation R=1 of classical geometry, which characterizes Riemann surfaces with negative curvature. It is thus a quantum theory of gravity, where the geometry of a two dimensional spacetime in quantized (1 time dimension + 1 space dimension). Liouville theory has remarkable properties. It is a conformal theory (it is endowed with an infinite symmetry group, the same as for string theories and critical systems such as the Ising model in two dimensions). Liouville theory appears, sometimes unexpectedly, in many problems of theoretical physics and of pure mathematics. It has been therefore very much studied via the methods of Conformal Field Theory and of Integrable Systems. But it is also related, in a deep but still partially understood way, to combinatorial models where spacetime is discretized as a random lattice (random maps, matrix models). In these two approaches (continuous and discrete) the IPhT has brought major contributions. Recently a third player entered this arena: probability theory! It already led to a better ... 

C. Pepin, 20150224

20ème conférence Itzykson, Surfaces et géométries aléatoires, 1012 juin 2015
A new, yet faster, version of FastJet
Uncovering the spatial structure of mobility networks
Spin Vertex and 3 Point Function in AdS/CFT Correspondence
Hélène Dupuy receives a "L'Oréal  UNESCO for women in science" fellowship
Roger Balian and François David interviewed on quantum physics
Robi Peschanski on air on France Culture
Marco Cirelli awarded the Thibaud Prize of the académie de Lyon