Maria Teresa Faria da Paz Pereira
AuthID: R-000-CMM
21
TITLE: ON STABILITY FOR IMPULSIVE DELAY DIFFERENTIAL EQUATIONS AND APPLICATION TO A PERIODIC LASOTA-WAZEWSKA MODEL
AUTHORS: Teresa Faria; Jose J Oliveira;
PUBLISHED: 2016, SOURCE: DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS-SERIES B, VOLUME: 21, ISSUE: 8
AUTHORS: Teresa Faria; Jose J Oliveira;
PUBLISHED: 2016, SOURCE: DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS-SERIES B, VOLUME: 21, ISSUE: 8
22
TITLE: Global attractivity and extinction for Lotka-Volterra systems with infinite delay and feedback controls
AUTHORS: Teresa Faria; Yoshiaki Muroya;
PUBLISHED: 2015, SOURCE: PROCEEDINGS OF THE ROYAL SOCIETY OF EDINBURGH SECTION A-MATHEMATICS, VOLUME: 145, ISSUE: 2
AUTHORS: Teresa Faria; Yoshiaki Muroya;
PUBLISHED: 2015, SOURCE: PROCEEDINGS OF THE ROYAL SOCIETY OF EDINBURGH SECTION A-MATHEMATICS, VOLUME: 145, ISSUE: 2
23
TITLE: A note on permanence of nonautonomous cooperative scalar population models with delays Full Text
AUTHORS: Teresa Faria;
PUBLISHED: 2014, SOURCE: APPLIED MATHEMATICS AND COMPUTATION, VOLUME: 240
AUTHORS: Teresa Faria;
PUBLISHED: 2014, SOURCE: APPLIED MATHEMATICS AND COMPUTATION, VOLUME: 240
24
TITLE: Global dynamics for Lotka-Volterra systems with infinite delay and patch structure Full Text
AUTHORS: Teresa Faria;
PUBLISHED: 2014, SOURCE: APPLIED MATHEMATICS AND COMPUTATION, VOLUME: 245
AUTHORS: Teresa Faria;
PUBLISHED: 2014, SOURCE: APPLIED MATHEMATICS AND COMPUTATION, VOLUME: 245
25
TITLE: Persistence, Permanence and Global Stability for an n-Dimensional Nicholson System Full Text
AUTHORS: Teresa Faria; Gergely Roest;
PUBLISHED: 2014, SOURCE: JOURNAL OF DYNAMICS AND DIFFERENTIAL EQUATIONS, VOLUME: 26, ISSUE: 3
AUTHORS: Teresa Faria; Gergely Roest;
PUBLISHED: 2014, SOURCE: JOURNAL OF DYNAMICS AND DIFFERENTIAL EQUATIONS, VOLUME: 26, ISSUE: 3
26
TITLE: Spatial extremes: Models for the stationary case
AUTHORS: De Haan, L; Pereira, TT;
PUBLISHED: 2006, SOURCE: ANNALS OF STATISTICS, VOLUME: 34, ISSUE: 1
AUTHORS: De Haan, L; Pereira, TT;
PUBLISHED: 2006, SOURCE: ANNALS OF STATISTICS, VOLUME: 34, ISSUE: 1
27
TITLE: Normal forms and bifurcations for delay differential equations
AUTHORS: Faria, T;
PUBLISHED: 2006, SOURCE: Conference of the NATO-Advanced-Study-Institute on Delay Differential Equations and Applications in Delay Differential Equations and Applications
AUTHORS: Faria, T;
PUBLISHED: 2006, SOURCE: Conference of the NATO-Advanced-Study-Institute on Delay Differential Equations and Applications in Delay Differential Equations and Applications
INDEXED IN: 
WOS
WOS28
TITLE: SPECIAL SOLUTIONS FOR LINEAR FUNCTIONAL DIFFERENTIAL EQUATIONS AND ASYMPTOTIC BEHAVIOUR
AUTHORS: Teresa Faria; Wenzhang Z Huang;
PUBLISHED: 2005, SOURCE: DIFFERENTIAL AND INTEGRAL EQUATIONS, VOLUME: 18, ISSUE: 3
AUTHORS: Teresa Faria; Wenzhang Z Huang;
PUBLISHED: 2005, SOURCE: DIFFERENTIAL AND INTEGRAL EQUATIONS, VOLUME: 18, ISSUE: 3
INDEXED IN: WOS
WOS29
TITLE: A criterion for the global attractivity of scalar population models with delay
AUTHORS: Teresa Faria;
PUBLISHED: 2004, SOURCE: Electronic Journal of Qualitative Theory of Differential Equations, VOLUME: 2004, ISSUE: 8
AUTHORS: Teresa Faria;
PUBLISHED: 2004, SOURCE: Electronic Journal of Qualitative Theory of Differential Equations, VOLUME: 2004, ISSUE: 8
30
TITLE: Hopf bifurcation for a delayed predator-prey model and the effect of diffusion
AUTHORS: Faria, T;
PUBLISHED: 2001, SOURCE: Autumn School on Nonlinear Analysis and Differential Equations in NONLINEAR ANALYSIS AND ITS APPLICATIONS TO DIFFERENTIAL EQUATIONS, VOLUME: 43
AUTHORS: Faria, T;
PUBLISHED: 2001, SOURCE: Autumn School on Nonlinear Analysis and Differential Equations in NONLINEAR ANALYSIS AND ITS APPLICATIONS TO DIFFERENTIAL EQUATIONS, VOLUME: 43
INDEXED IN: WOS
WOS