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Stochastic Processes

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Stochastic Processes

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Research Frontiers in Lévy Processes and Jump Diffusions

Investigation of stochastic processes with discontinuous sample paths and their applications in financial modeling and risk assessment.

Lévy-Driven Volatility in Non-Equilibrium Markets
Jump Dynamics at Phase Transitions and Critical Phenomena
Infinite Activity Processes in Heavy-Tailed Systems
Subordination and Functional Time in Complex Networks
Lévy Noise-Induced Escape and Stochastic Resonance
Jump Diffusions in Optimal Stopping and Control
Stable Processes and Intermittency in Turbulent Flows
Lévy Subordinators in Fractional Differential Equations
Self-Similar Jumps and Multifractal Scaling Laws
Lévy Copulas and Tail Dependence in High Dimensions

All Stochastic Processes PhD categories