Abstract (EN):
We consider the problem of maximizing the (time) averaged profit of a smooth profit density on a smooth compact one-dimensional manifold along a trajectory provided by a stationary strategy of a polydynamical system. When the problem depends on a k-dimensional parameter, this optimal averaged profit can have singularities (points of nonsmoothness) as a function of the parameter. We present the generic classification of these singularities for k <= 3.
Language:
English
Type (Professor's evaluation):
Scientific
Contact:
mmmatos@fc.up.pt; celi@portugalmail.pt
No. of pages:
22