Title: The subdifferentials of a lower semicontinuous function
bounded below by an affine function are rL-dense
Abstract:
We study rL density of generalized subdifferentials, maximality of
monotone
operators, and
Minty type results of multifuctions (surjectivity or almost
surjectivity).
In particular, we give a
new proof to a recent result of Jules and Lassonde which states that a
subdifferential operator
is monotone absorbing.
(This is a joint work with S. Simons)