Hamiltonian analysis of the Einstein’s equations in General Relativity

id="offer-description" class="ecl-u-type-heading-2 ecl-u-mt-none ecl-u-mb-l">Offer Description The research project aims to develop a covariant Hamiltonian description of the gravitational interaction and to analyze the geometric properties of Einstein's equations for general relativity on non-globally hyperbolic manifolds. The activity focuses on three main points: 1. Global analysis of the pre-symplectic algorithm for the Palatini formulation of Einstein's equations; 2. Geometric characterization of gauge symmetries as the kernel of the pre-symplectic form; 3. Study of the quotient space geometry. Where to apply Website https://pica.cineca.it/unina . Requirements. Additional Information . Eligibility criteria. Evaluation based on qualifications and interview: a) relevance of previous research (up to 30 points); b) quality of publications (up to 40 points); c) interview assessing research suitability and English language (up to 30 points). Minimum score for qualifications: 35/70. Minimum total score: 60/100. Eligible destination country/ies for fellows: . Italy. Eligibility of fellows: country/ies of residence: . EUROPE. Eligibility of fellows: nationality/ies: . EUROPE. Website for additional job details https://www.unina.it/documents/d/guest/IR_MA_IPD_2026_07_bando.pdf. <h2