7 research outputs found
Floquet multipliers of symmetric rapidly oscillating solutions of differential delay equations
Floquet multipliers of symmetric rapidly oscillating periodic solutions of the differential delay equation with the symmetries are described in terms of zeroes of a characteristic function. A relation to the characteristic function of symmetric slowly oscillating periodic solutions is found. Sufficient conditions for the existence of at least one real multiplier outside the unit disc are derived. An example with a piecewise linear function is studied in detail, both analytically and numerically
Floquet multipliers of symmetric rapidly oscillating solutions of differential delayequations
Floquet multipliers of symmetric rapidly oscillating periodic solutions of the differential delay equation with the symmetries are described in terms of zeroes of a characteristic function. A relation to the characteristic function of symmetric slowly oscillating periodic solutions is found. Sufficient conditions for the existence of at least one real multiplier outside the unit disc are derived. An example with a piecewise linear function is studied in detail, both analytically and numerically
Floquet multipliers of symmetric rapidly oscillating solutions of differential delayequations
Quality and storability of common beans in small-holders farm stores in Northern Tanzania: A multivariate analysis of agro-location, variety, and storage method effects
Center Manifolds, Hopf Bifurcation, and Normal Forms
The purpose of this chapter is to develop the center manifold theory, Hopf bifurcation theorem, and normal form theory for abstract semilinear Cauchy problems with non-dense domain