activity
20162023
most citedSampling Rare Event Energy Landscapes via Birth-Death Augmented Dynamics

2 citations · 2 across the 5 of their papers we have counts for

collaborators

5 papers

math.PR2023

Convergence to the uniform distribution of moderately self-interacting diffusions on compact Riemannian manifolds

Simon Holbach, Olivier Raimond

We consider a self-interacting diffusion on a smooth compact Riemannian manifold , described by the stochastic differential equation \[ dX_t = \sqrt{2} dW_t(X_t)- β(…

physics.comp-ph2022★ 2 cited

Sampling Rare Event Energy Landscapes via Birth-Death Augmented Dynamics

Benjamin Pampel, Simon Holbach, Lisa Hartung +1

A common problem that affects simulations of complex systems within the computational physics and chemistry communities is the so-called sampling problem or rare event problem wher…

math.PR2019

Positive Harris recurrence for degenerate diffusions with internal variables and randomly perturbed time-periodic input

Simon Holbach

We consider a multidimensional time-homogeneous dynamical system and add a randomly perturbed time-dependent deterministic signal to some of its components, giving rise to a high-d…

math.ST2019

Local asymptotic normality for shape and periodicity of a signal in the drift of a degenerate diffusion with internal variables

Simon Holbach

Taking a multidimensional time-homogeneous dynamical system and adding a randomly perturbed time-dependent deterministic signal to some of its components gives rise to a high-dimen…

math.ST2016

Local Asymptotic Normality for Shape and Periodicity in the Drift of a Time Inhomogeneous Diffusion

Simon Holbach

We consider a one-dimensional diffusion whose drift contains a deterministic periodic signal with unknown periodicity and carrying some unknown -dimensional shape parameter…