L. Dort

collaborators

2 papers

math.PR2024

A large deviation principle for the normalized excursion of $I^\pm$ -stable LÃ©vy processes without negative jumps

LÃ©o Dort, Christina Goldschmidt, GrÃ©gory Miermont

We establish a large deviation principle for the normalized excursion and bridge of an $I^\pm$ -stable LÃ©vy process without negative jumps, with $1 < I^\pm < 2$ . Based on this, we derive pre…

math.PR2024

Local weak limit of dynamical inhomogeneous random graphs

We consider dynamical graphs, namely graphs that evolve over time, and investigate a notion of local weak convergence that extends naturally the usual Benjamini-Schramm local weak…

A large deviation principle for the normalized excursion of I^±-stable LÃ©vy processes without negative jumps

Local weak limit of dynamical inhomogeneous random graphs

A large deviation principle for the normalized excursion of $I^\pm$ -stable LÃ©vy processes without negative jumps