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math.PR2026
Path-dependent Affine Processes
Boris Günther, Thomas Kruse, Ludger Overbeck +1
We extend the classical theory of affine processes to a path-dependent setting by introducing path-dependent coefficients and provide analytic formulas for their Fourier--Laplace t…
math.PR2017★ 2 cited
L^p -solution for BSDEs with jumps in the case p \textless{} 2. Corrections to the paper "BSDEs with monotone generator driven by Brownian and Poisson noises in a general filtration"
Thomas Kruse, Alexandre Popier
In [8] we established existence and uniqueness of solutions of backward stochastic differential equations in L^p under a monotonicity condition on the generator and in a general fi…
math.PR2016
Backward Stochastic Differential Equations with Nonmarkovian Singular Terminal Values
Ali Devin Sezer, Thomas Kruse, Alexandre Popier
We solve a class of BSDE with a power function , , driving its drift and with the terminal boundary condition (for which…