Slow fast n dimensional piecewise linear differential systems

The definition is stated for n-dimensional systems with general time dependence, however we rigorously prove that this method reveals the stable and unstable manifolds of

In this article, we study the null controllability of a linear system coming from a population dynamics model with age structuring and spatial diffusion (of Lotka-McKendrick type)..

On the other hand at Alalakh Level VII and at Mari, which are the sites in the Semitic world with the closest affinities to Minoan Crete, the language used was Old Babylonian,

In fact, a proper choice of an infinite-dimensional basis of the classical Poisson algebra on the phase space of a linear system (the free particle or the harmonic oscil- lator) and

We give global conditions on the existence of relative equilibria and in analogy with classic results on the topic, we study the existence of relative equilibria that we will

We compute the maximum of the condition numbers of the linear systems that appear in the application of the Steffensen method (4) (||A|| · ||A −1 ||) and the maximum of the

Under in- finite servers semantics, a timed continuous Petri net system can be seen as a deterministic piecewise linear system [13, 14], i.e., the evolution of the state of the

In Section 4 we state the Transversality Hypothesis and describes the blowing-up transformation,which will be a fundamental tool to study the existence of canard surfaces