Quasi-equilibrium problems with generalized monotonicity

Research output: Other contributionpeer-review


In this work, we propose a new existence result for quasi-equilibrium problems using generalized monotonicity in an infinite dimensional space. Also, we show that the notions of generalized monotonicity can be characterized in terms of solution sets of equilibrium problems and convex feasibility problems. Moreover, we show that the concepts of pseudomonotonicity and upper sign property are related under suitable assumptions. MSC Codes 49J35, 49J40, 90C30
Original languageEnglish
StatePublished - 25 Jan 2018

Publication series



  • Convex feasibility problem
  • Equilibrium problem
  • Generalized monotonicity
  • Upper sign property


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