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, neural S(p)DEs, McKean-Vlasov equations, stochastic portfolio theory, control theory and contemporary stochastic volatility modeling. The goal is to explore mathematical and financial universality and to
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portolio theory, control theory and contemporary stochastic volatility modeling. The goal is to explore mathematical and financial universality and to provide a unifying stochatstic framework, building
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. The goal is to explore mathematical and financial universality and to provide a unifying stochatstic framework, building on process classs which have, appropriately seen, universal approximation properties
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, McKean-Vlasov equations, stochastic portfolio theory, control theory and contemporary stochastic volatility modeling. The goal is to explore mathematical and financial universality and to provide a
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» Financial science Economics Researcher Profile First Stage Researcher (R1) Country Austria Application Deadline 29 May 2024 - 23:59 (Europe/Vienna) Type of Contract Temporary Job Status Part-time Hours Per