IEEE

Bifurcation control in systems governed by functional differential equations

Abstract: Provides explicit sufficient conditions under which a Hopf bifurcation in systems described by functional differential equations can be stabilized. The main assumption is that the ...
Scientific Research Publishing

J. Zhang and B. Feng, “Geometric Theory and Bifurcation Problems of Ordinary Differential Equations,” Beijing University Press, Beijing, 2000.

ABSTRACT: A delayed Lotka-Volterra two-species predator-prey system of population allelopathy with discrete delay is considered. By linearizing the system at the positive equilibrium and analyzing the ...
Europe PMC

Numerical bifurcation analysis of delay differential equations arising from physiological modeling.

This paper has a dual purpose. First, we describe numerical methods for continuation and bifurcation analysis of steady state solutions and periodic solutions of systems of delay differential ...
Scientific Research Publishing

Q. Lu, “Qualitative Methods and Bifurcation of Ordinary Differential Equations,” Beijing University of Aeronautics and Astronautics Press, Beijing, 1989.

ABSTRACT: In this paper, according to economics of real estate and macro-control theory, combine with the characteristics of the real estate market, macro-control of the real estate market is studied.
JSTOR Daily

Large-Scale Continuation and Numerical Bifurcation for Partial Differential Equations

In this paper the problem of computing bifurcation diagrams for large-scale nonlinear parameter-dependent steady state systems which arise following the spatial discretization of semilinear PDEs is ...