<p>______</p><p>Application Form for a Postdoctoral Position in the Theoretical Physics Group of the Department of Physics and Astronomy of the University of Bologna and of the Bologna INFN Section</p><p>Personal data</p><p>Name: …………………………………………………………. Date of birth: ………………………………………………….. Place of birth: ...……………………………………………….. Nationality: ……………………………………………………. Ph.D. (date and institution):* …………………………………… Current Institution: …………………………………………….. * Write expected graduation date if the PhD is still in progress</p><p>Research interests in keywords</p><p>Keywords: ………………………………………………………</p><p>Names of 3 referees and their e-mail addresses</p><p>Referee 1: ……………………………………………………… Referee 2: ……………………………………………………… Referee 3: ………………………………………………………</p><p>Select one or more preferred activities from the following list</p><p>☐ Cosmology (R. Casadio, F. Finelli, A. Kamenshchik, F. Pedro, A. Tronconi, G.P. Vacca) ☐ String phenomenology and string cosmology (M. Cicoli, F. Pedro) ☐ Quantum physics of gravitational collapse, black holes (R. Casadio) ☐ Astrophysical systems in the brane-world and generalised theories of gravity (R. Casadio) ☐ Statistical derivation of gravity and qmetric formalism (A. Pesci) ☐ Effective actions, functional RG approach and CFT in d>2 for strongly interacting Statistical/Quantum Field Theories (G. P. Vacca) ☐ Gauge theories and QCD, Scattering in the Regge Limit (G. P. Vacca) ☐ Worldline approaches to gauge, gravity and higher spin models (F. Bastianelli) ☐ AKSZ quantization and Higher Gauge Theory (R. Zucchini) ☐ Integrability, localisation and other non-perturbative ideas for statistical/quantum fields and strings (D. Fioravanti, F. Ravanini) ☐ Integrable and CFT methods in entanglement, quenches and non-equilibrium statistical physics (D. Fioravanti, F. Ravanini) ☐ Amplitudes/Wilson loops in N=4 Super Yang-Mills and N=2 SYM (D. Fioravanti) ☐ Non-inertial reference frames and Dark Matter production (R. Soldati) ☐ Theoretical Nuclear Physics (P. Finelli) ☐ Strongly interacting lattice models, quantum phase transitions and quantum simulations (E. Ercolessi) ☐ Geometry of quantum mechanics, topological phases and edge states (E. Ercolessi) ☐ Deterministic and stochastic dynamical systems: ergodic theory and applications (M. Lenci)</p>