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S. Chen, “A Lower Bound for the Minimum Eigenvalue of the Hadamard Product of Matrices,” Linear Algebra and its Applications, Vol. 37, No. 8, 2004, pp. 159166.

has been cited by the following article:

• TITLE: Stability Analysis and Hadamard Synergic Control for a Class of Dynamical Networks

  AUTHORS: Xinjin Liu, Yun Zou

  KEYWORDS: Hadamard Synergic Control, Algebraically Graph Theory, Decentralized Feedback Control, Connection Coefficient Gain Matrix

  JOURNAL NAME: Intelligent Control and Automation, Vol.1 No.1, August 27, 2010

  ABSTRACT: Hadamard synergic control is a new kind of control problem which is achieved via a composite strategy of the state feedback control and the direct regulation of the part of connection coefficients of system state variables. Such a control is actually used very often in the practical areas. In this paper, we discuss Hadamard synergic stabilization problem for a class of dynamical networks. We analyze three cases: 1) Synergic stabilization problem for the general twonodenetwork. 2) Synergic stabilization problem for a special kind of networks. 3) Synergic stabilization problem for special kind of networks with communication timedelays. The mechanism of the synergic action between two control strategies: feedback control and the connection coefficients regulations are presented.