Shift-Differentiability of the Flow Generated by a Conservation Law
A. Bressan and G. Guerra
The paper introduces a notion of "shift-differentials" for
maps with values in the space BV. These differentials
describe first order variations of a given functin $u$,
obtained by horizontal shifts of the points of its graph.
The flow generated by a scalar conservation law is proved
to be generically shift-differentiable, according to the
- Available as PostScript
- Shift-Differentiability of the Flow Generated by a Conservation Law
- A. Bressan,
- G. Guerra,
- Publishing information:
- Submitted to Discrete & Continuous Dynamical Systems
- Submitted by:
July 2 1996.
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Last modified: Tue Jun 11 12:44:23 1996