The pseudomonotone polar for multivalued operators

Remarks on p-cyclically monotone operators

“…The name "polar" is motivated from the fact that, when p " 1, the 1-cyclic monotone polar T µ1 is simply the well known monotone polar T µ [10]. However, these "polars" are not polarities in the sense of [5], and do not have the same properties the monotone polar (and also similar notions, such as the quasimonotone and pseudomonotone polars [6,7]) has. The following proposition subsumes some of those properties.…”