In this talk i am going to present how to construct and prove the ergodicity of a metric dynamical system, from which

one can generate a stochastic flow such as a random dynamical system. Such topic appears when one attempts to

study the long term behavior of a dynamical system under stochastic noises, for instance stochastic differential

equations. We would like to consider the problem w.r.t different types of calculus used to solve the equations,

like Ito or rough path theory.

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We shall open the ZOOM at 13.15 for virtual coffee and close at 15:00

JoinZoomMeeting

https://cesnet.zoom.us/j/99598413922?pwd=YXNFbk50aVhleXhWSGtISFViLytRUT09

MeetingID:99598413922

Passcode:Galois

one can generate a stochastic flow such as a random dynamical system. Such topic appears when one attempts to

study the long term behavior of a dynamical system under stochastic noises, for instance stochastic differential

equations. We would like to consider the problem w.r.t different types of calculus used to solve the equations,

like Ito or rough path theory.

--------------------------------------------------------------------------------------------------------------------

We shall open the ZOOM at 13.15 for virtual coffee and close at 15:00

JoinZoomMeeting

https://cesnet.zoom.us/j/99598413922?pwd=YXNFbk50aVhleXhWSGtISFViLytRUT09

MeetingID:99598413922

Passcode:Galois