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Preprint, 2021
We condsider how to infer dynamical systems using non-parametric Kernel Flows.
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Preprint, 2022
We consider the problem of learning Stochastic Differential Equations of the form dXt = f (Xt)dt + σ(Xt)dWt from one sample trajectory using Gaussian Processes.
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Published:
Watch.
I present the content of my master’s thesis “Kernels Flows demystified: applications to regression”.
Published:
Download slides. I present an approach to recover the drift and volatility functions of a stochastic differential equation given data from one sample trajectory.
Undergraduate course, University 1, Department, 2014
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Workshop, University 1, Department, 2015
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Published:
A tutorial on how to use bayesian optimization with Gaussian Process surrogate modeling for tuning hyper-paramters.