Stellenangebot
PhD positions in Trento (Italy)
Information for Master students interested in
pursuing a PhD in Maths about the ongoing selection procedure for 15 positions
with scholarships in Mathematics (5 of them on specific research topics)
at the University of Trento (Italy), jointly with the University of
Verona (Italy).
The successful candidate will start on November 1, 2023 with a 3 years long programme.
At the University of Trento there is a small but active group of researchers in Probability and Stochastic Analysis. Their research focuses on stochastic (partial) differential equations and their applications, studying evolution problems and dynamical systems with random parameters, integral-differential Volterra equations, stochastic Schrödinger equations, stochastic Navier-Stokes and Euler equations, and interacting particle systems. The methods used include Malliavin calculus, Feynman path integration, dyadic models and rough path integration. Applications include neuroscience, networks, finance, quantum mechanics, materials with memory, fluid-dynamics, data assimilation, parametric statistics, machine learning, reinforcement learning, lithium-ion batteries.
To partecipate to the selection procedure, fill in the application online within the deadline, May 18, 2023, 4.00 PM (Italian time). The direct link to the online application form is the following:
http://www.unitn.it/en/apply/dott
The English translation of the official call can be found here:
https://www.unitn.it/alfresco/download/workspace/SpacesStore/83e32074-69ec-45d1-b4a6-1482ddd87a1d/MATHEMATICS_call_39_ENG_def.pdf
The official call (in Italian) can be found here:
https://www.unitn.it/alfresco/download/workspace/SpacesStore/2ce23cf8-02bb-4da2-ad0b-c858ede95978/Matematica_bando_39_ITA_def.pdf
The successful candidate will start on November 1, 2023 with a 3 years long programme.
At the University of Trento there is a small but active group of researchers in Probability and Stochastic Analysis. Their research focuses on stochastic (partial) differential equations and their applications, studying evolution problems and dynamical systems with random parameters, integral-differential Volterra equations, stochastic Schrödinger equations, stochastic Navier-Stokes and Euler equations, and interacting particle systems. The methods used include Malliavin calculus, Feynman path integration, dyadic models and rough path integration. Applications include neuroscience, networks, finance, quantum mechanics, materials with memory, fluid-dynamics, data assimilation, parametric statistics, machine learning, reinforcement learning, lithium-ion batteries.
To partecipate to the selection procedure, fill in the application online within the deadline, May 18, 2023, 4.00 PM (Italian time). The direct link to the online application form is the following:
http://www.unitn.it/en/apply/dott
The English translation of the official call can be found here:
https://www.unitn.it/alfresco/download/workspace/SpacesStore/83e32074-69ec-45d1-b4a6-1482ddd87a1d/MATHEMATICS_call_39_ENG_def.pdf
The official call (in Italian) can be found here:
https://www.unitn.it/alfresco/download/workspace/SpacesStore/2ce23cf8-02bb-4da2-ad0b-c858ede95978/Matematica_bando_39_ITA_def.pdf