Man

Kuo-Shou Chiu

Full Professor

UNIVERSIDAD METROPOLITANA DE CIENCIAS DE LA EDUCACIÓN

Santiago, Chile

Líneas de Investigación


Mathematical Analsysis; Impulsive Differential Equations; Differential equations with deviating arguments; Recurrent neural networks, Mathematical Modelling.

Educación

  •  Mathematics, UNIVERSIDAD DE CHILE. Chile, 2010

Experiencia Académica

  •   Professor Full Time

    UNIVERSIDAD METROPOLITANA DE CIENCIAS DE LA EDUCACION

    Ciencias Básicas

    Santiago, Chile

    2010 - A la fecha

Experiencia Profesional

  •   Full Professor Full Time

    UNIVERSIDAD METROPOLITANA DE CIENCIAS DE LA EDUCACIÓN

    Santiago, Chile

    2010 - A la fecha

Premios y Distinciones

  •   Doctoral medal

    UNIVERSIDAD DE CHILE

    Chile, 2010

    Academic merit


 

Article (29)

Analyzing stability of equilibrium points in impulsive neural network models involving generalized piecewise alternately advanced and retarded argument
Nonautonomous impulsive differential equations of alternately advanced and retarded type
Existence and global exponential stability of equilibrium for impulsive neural network models with generalized piecewise constant delay
Existence and global exponential stability of periodic solution for Cohen-Grossb erg neural networks model with piecewise constant argument
New stability results for bidirectional associative memory neural networks model involving generalized piecewise constant delay
Oscillation of Solutions to Third-Order Nonlinear Neutral Dynamic Equations on Time Scales
PERIODIC SOLUTIONS OF IMPULSIVE DIFFERENTIAL EQUATIONS WITH PIECEWISE ALTERNATELY ADVANCED AND RETARDED ARGUMENT OF GENERALIZED TYPE
YAKUBOVICH'S THEOREM FOR IMPULSIVE DIFFERENTIAL EQUATIONS WITH PIECEWISE CONSTANT ARGUMENT OF GENERALIZED TYPE
GLOBAL EXPONENTIAL PERIODICITY AND STABILITY OF NEURAL NETWORK MODELS WITH GENERALIZED PIECEWISE CONSTANT DELAY
Global exponential stability of bidirectional associative memory neural networks model with piecewise alternately advanced and retarded argument
GREEN'S FUNCTION FOR IMPULSIVE PERIODIC SOLUTIONS IN ALTERNATELY ADVANCED AND DELAYED DIFFERENTIAL SYSTEMS AND APPLICATIONS
Minimal and maximal solutions to first-order differential equations with piecewise constant generalized delay
Stability Analysis of Periodic Solutions in Alternately Advanced and Retarded Neural Network Models with Impulses
Existence of nonoscillatory solutions tending to zero of third-order neutral dynamic equations on time scales
Existence of nonoscillatory solutions to nonlinear higher-order neutral dynamic equations
Green's Function for Periodic Solutions in Alternately Advanced and Delayed Differential Systems
PERIODICITY AND STABILITY ANALYSIS OF IMPULSIVE NEURAL NETWORK MODELS WITH GENERALIZED PIECEWISE CONSTANT DELAYS
Oscillatory and periodic solutions of differential equations with piecewise constant generalized mixed arguments
ASYMPTOTIC EQUIVALENCE OF ALTERNATELY ADVANCED AND DELAYED DIFFERENTIAL SYSTEMS WITH PIECEWISE CONSTANT GENERALIZED ARGUMENTS
Exponential Stability and Periodic Solutions of Impulsive Neural Network Models with Piecewise Constant Argument
On generalized impulsive piecewise constant delay differential equations
Stability of oscillatory solutions of differential equations with general piecewise constant arguments of mixed type
Existence and Global Convergence of Periodic Solutions in Recurrent Neural Network Models with a General Piecewise Alternately Advanced and Retarded Argument
Periodic Solutions for Nonlinear Integro-Differential Systems with Piecewise Constant Argument
Existence and Global Exponential Stability of Equilibrium for Impulsive Cellular Neural Network Models with Piecewise Alternately Advanced and Retarded Argument
Oscillatory and periodic solutions in alternately advanced and delayed differential equations
STABILITY OF OSCILLATORY SOLUTIONS OF DIFFERENTIAL EQUATIONS WITH A GENERAL PIECEWISE CONSTANT ARGUMENT
Variation of parameters formula and Gronwall inequality for differential equations with a general piecewise constant argument
Periodic solutions of differential equations with a general piecewise constant argument and applications

Proyecto (9)

Analysis of bidirectional associative memory networks model for impulsive differential equations with piecewise constant argument
Overcoming current understanding-tracking-forecasting limitations of infectious disease pandemics, arguing and exploring a new strategic epidemiological-mathematical model
A recurrent neural networks model for impulsive differential equations with piecewise constant arguments and applications.
Analysis of Cohen-Grossberg neural networks model for differential equations with piecewise constant argument
Analysis of bidirectional associative memory networks. Approaches to neurodidactics.
Neurodidactics=> Analysis of Cellular Neural Network Models
A hybrid neural network model for differential equations with piecewise constant arguments
Existence and global attractivity of positive periodic solution for a Lasota-Wazewska model with piecewise constant argument
Qualitative Properties of differential equation with deviating arguments.
32
Kuo-Shou Chiu

Full Professor

Matemática

UNIVERSIDAD METROPOLITANA DE CIENCIAS DE LA EDUCACIÓN

Santiago, Chile

1
Fernando Córdova

Associate Professor

MATEMATICA, FISICA Y ESTADISTICA

UNIVERSIDAD CATOLICA DEL MAULE

Talca, Chile