In this paper,we study the asymptotic behavior of solutions to a class of higher order Emden-Fowler differential equations with delayed argument.Sufficient
In phase retrieval,one aims to recover a signal from magnitude measurements.In this talk,we show how to recover the signal by a nonconvex optimization metho
We develop a fast phase retrieval method which is near-linear time,making it computationally feasible for large dimensional signals.Both theoretical and exp
A new agent-based adaptive control system has been developed in order to simulate and examine a dynamic,flexible and stochastic job shop problem that consid
By analysis of the machining data process of CNC system,the new requirements of CNC are proposed,such as influence of the NC data quality,control of contour
To fully utilize the dynamic ability of the CNC machines and enforce a given precision bound and minimum time machining time is a basic problem in CNC Machi
We develop an information-theoretic framework to study almost lossless and stable analog signal separation.Our results reveal Minkowski dimension as the fou
Higher Bruhat orders are partially ordered sets encoding the combinatorial structure underlying simplex equations,which contain the famous Yang-Baxter equat
The reconstruction of multivariate functions from a limited sets of pointwise samples is an important problem in a number of applications.In this talk I wil
We present geometric theory of Hirota's seminal discrete KP equation and of certain its distinguished reductions.We discuss interplay between root-lattice a