abstr1
We prove that certain slowly oscillating periodic solutions
of differential delay equations
x'(t) = -m x(t) + f(x(t-1))
are unstable and hyperbolic, with precisely one simple Floquet
multiplier outside the unit circle.
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IT-Dienste
We prove that certain slowly oscillating periodic solutions
of differential delay equations
x'(t) = -m x(t) + f(x(t-1))
are unstable and hyperbolic, with precisely one simple Floquet
multiplier outside the unit circle.