In this talk we shall study the existence and uniqueness of pathwise solutions of delayed evolution systems driven by a Hilbert-valued H(o)lder-continuous f
Dynamical systems arising in engineering and science are often subject to random influences(“noise”).The noisy processes may be Gaussian or non-Gaussian,w
We compare the features of the dynamic stochastic resonance in a gradient double-well dynamical system under Gaussian white and $alpha $-stable Lévy noise
Responses and bifurcations of a forced triple-well potential system with fuzzy uncertainty are studied by means of the Fuzzy Generalized Cell Mapping(FGCM)m