In this presentation,I will give a brief introduction of the low regularity Cauchys problem for the quasi-linear wave equation,including local well-posednes
In this talk,by means of the image space analysis,we obtain optimality conditions for vector optimization of objective multifunction with multivalued constr
In this paper,our main aim is to investigate the asymptotic stability in mean square moment for mild solution of neutral stochastic partial differential equ
This paper investigates a distributed fault-tolerant consensus tracking algorithm for a group nonidentical motors with unmeasured angular speed and unknown
In this paper,we consider the problem of distribution parameters estimation with dependent quantized communication data in the case of where some of the dat
Skyline computation has gained a lot of attention in recent years.Due to the recently proposed probabilistic skyline model,skyline objects containing multip
The classical assumption of Brownian motion has long been understood and shown through numerous empirical studies to be insufficient in describing the volat