In this note, we give a generalization of Gossez’s example of a maximally monotone multifunction such that the closure of its range is not convex, using more elementary techniques than in Gossez’s original papers. We also discuss some new properties of Gossez’s skew linear operator and its adjoint
Monotone linear relations play important roles in variational inequality problems and quadratic opti...
This work establishes new connections between maximal monotone operators and convex functions. Assoc...
We introduce new representations for maximal monotone operators. We relate them to previous represen...
In this paper, we give two explicit examples of unbounded linear maximal monotone operators. The fir...
AbstractIn this paper, we give two explicit examples of unbounded linear maximal monotone operators....
Dedicated to Stephen Simons on the occasion of his 70th birthday We analyze and characterize maximal...
The notion of a maximal monotone operator is crucial in optimization as it captures both the subdiff...
We establish representations of a monotone mapping as the sum of a maximal subdifferential mapping a...
The spectral Schwarz lemma revisited An algebroid function K(z) is the set-valued function obtained ...
Abstract. The notion of a maximal monotone operator is crucial in optimization as it captures both t...
Focussing on the theory (both classical and recent) of monotone multifunctions on a (possibly nonref...
We answer a few questions raised by S. Fitzpatrick concerning the representation of maximal monotone...
The concept of a monotone operator — which covers both linear positive semi-definite operators and s...
The concept of a monotone operator --- which covers both linear positive semi-definite operators and...
AbstractThe generalized parallel sum of two monotone operators via a linear continuous mapping is de...
Monotone linear relations play important roles in variational inequality problems and quadratic opti...
This work establishes new connections between maximal monotone operators and convex functions. Assoc...
We introduce new representations for maximal monotone operators. We relate them to previous represen...
In this paper, we give two explicit examples of unbounded linear maximal monotone operators. The fir...
AbstractIn this paper, we give two explicit examples of unbounded linear maximal monotone operators....
Dedicated to Stephen Simons on the occasion of his 70th birthday We analyze and characterize maximal...
The notion of a maximal monotone operator is crucial in optimization as it captures both the subdiff...
We establish representations of a monotone mapping as the sum of a maximal subdifferential mapping a...
The spectral Schwarz lemma revisited An algebroid function K(z) is the set-valued function obtained ...
Abstract. The notion of a maximal monotone operator is crucial in optimization as it captures both t...
Focussing on the theory (both classical and recent) of monotone multifunctions on a (possibly nonref...
We answer a few questions raised by S. Fitzpatrick concerning the representation of maximal monotone...
The concept of a monotone operator — which covers both linear positive semi-definite operators and s...
The concept of a monotone operator --- which covers both linear positive semi-definite operators and...
AbstractThe generalized parallel sum of two monotone operators via a linear continuous mapping is de...
Monotone linear relations play important roles in variational inequality problems and quadratic opti...
This work establishes new connections between maximal monotone operators and convex functions. Assoc...
We introduce new representations for maximal monotone operators. We relate them to previous represen...