Gen. Math. Notes, Vol. 20, No. 2, February 2014, pp. 111-124 ISSN 2219-7184; Copyright © ICSRS Publication, 2014 www.i-csrs.org Available free online at http://www.geman.in On the Solution of Chance-Constrained Multiobjective Integer Quadratic Programming Problem with Some Stability Notions Omar M. Saad 1 and Mohamed Tamer B. Farag 2 1 Department of Mathematics, Faculty of Science Helwan University, Ain Helwan P.O. Box 11795, Cairo, Egypt E-mail: omarsd@gmail.com 2 Department of Basic Sciences, Modern Academy Maadi, Cairo, Egypt E-mail: mtamerb@yahoo.com (Received: 5-12-13 / Accepted: 12-1-14) Abstract In this study we present an algorithm for solving multiobjective integer quadratic programming problems having random parameters in the objective functions and in the constraints. Some basic stability notions are characterized for the problem of concern and the stability concept of this problem is introduced. An illustrative numerical example of bicriterion integer quadratic test problem under randomness is given. Keywords: Efficiency, Multiple criteria, Chance-constrained programming, Integer quadratic programming, Stability.