A comprehensive review of stability analysis of continuous-time recurrent neural networks
Stability problems of continuous-time recurrent neural networks have been extensively
studied, and many papers have been published in the literature. The purpose of this paper is …
studied, and many papers have been published in the literature. The purpose of this paper is …
Neural network for nonsmooth, nonconvex constrained minimization via smooth approximation
W Bian, X Chen - IEEE transactions on neural networks and …, 2013 - ieeexplore.ieee.org
A neural network based on smoothing approximation is presented for a class of nonsmooth,
nonconvex constrained optimization problems, where the objective function is nonsmooth …
nonconvex constrained optimization problems, where the objective function is nonsmooth …
Performance analysis of gradient neural network exploited for online time-varying quadratic minimization and equality-constrained quadratic programming
Y Zhang, Y Yang, G Ruan - Neurocomputing, 2011 - Elsevier
In this paper, the performance of a gradient neural network (GNN), which was designed
intrinsically for solving static problems, is investigated, analyzed and simulated in the …
intrinsically for solving static problems, is investigated, analyzed and simulated in the …
Memristor neural networks for linear and quadratic programming problems
This article introduces a new class of memristor neural networks (NNs) for solving, in real-
time, quadratic programming (QP) and linear programming (LP) problems. The networks …
time, quadratic programming (QP) and linear programming (LP) problems. The networks …
Limit set dichotomy and multistability for a class of cooperative neural networks with delays
Recent papers have pointed out the interest to study convergence in the presence of
multiple equilibrium points (EPs)(multistability) for neural networks (NNs) with nonsymmetric …
multiple equilibrium points (EPs)(multistability) for neural networks (NNs) with nonsymmetric …
Discontinuous neural networks for finite-time solution of time-dependent linear equations
This paper considers a class of nonsmooth neural networks with discontinuous hard-limiter
(signum) neuron activations for solving time-dependent (TD) systems of algebraic linear …
(signum) neuron activations for solving time-dependent (TD) systems of algebraic linear …
Lagrange stability of neural networks with memristive synapses and multiple delays
A Wu, Z Zeng - Information Sciences, 2014 - Elsevier
In this paper, a general class of neural networks with memristive synapses and multiple
delays is introduced and studied. Within mathematical framework of the Filippov solution …
delays is introduced and studied. Within mathematical framework of the Filippov solution …
Necessary and sufficient condition for multistability of neural networks evolving on a closed hypercube
The paper considers nonsmooth neural networks described by a class of differential
inclusions termed differential variational inequalities (DVIs). The DVIs include the relevant …
inclusions termed differential variational inequalities (DVIs). The DVIs include the relevant …
Neural network for nonsmooth pseudoconvex optimization with general constraints
Q Li, Y Liu, L Zhu - Neurocomputing, 2014 - Elsevier
In this paper, a one-layer recurrent projection neural network is proposed for solving
pseudoconvex optimization problems with general convex constraints. The proposed …
pseudoconvex optimization problems with general convex constraints. The proposed …
Physically unclonable functions derived from cellular neural networks
We propose the design of Physically Unclonable Functions (PUFs) exploiting the nonlinear
behavior of Cellular Neural Networks (CNNs). Our work derives from some theoretical …
behavior of Cellular Neural Networks (CNNs). Our work derives from some theoretical …