Publications of Jacqueline Morgan

 

Dipartimento di Matematica e Statistica

Via Cinthia

80126 Napoli, Italy

phone: +39/081675008        fax: +39/081675009        E-Mail: morgan@unina.it

 

[86] G. De Marco and J. Morgan, Kalai-Smorodinski Bargaining Solution Equilibria, Journal of Optimization, Theory and Applications, vol.145, Number 3, (2010), 429-449 .

 

[85] M.B. Lignola, J. Morgan and V. Scalzo, "Lower convergence of approximate solutions to vector quasi-variational problems",  Optimization, (2010), First Published Online 22 March 2010.

 

[84] G. De Marco and J. Morgan, Equilibrium Selection and Altruistic Behavior in Noncooperative Social Networks, TOP, vol.17, Number 2, (2009), 454-470.

 

[83] G. De Marco and J. Morgan, "Slightly Altruistic Equilibria", Journal of Optimization Theory and Applications,  Vol 137, (2008), 347-362.

 

[82] J. Morgan and V. Scalzo, "Variational stability of social Nash equilibria",  International Game Theory Review, Vol 10 (1), (2008), 17-24.

 

[81] G. De Marco and J. Morgan, "Friendliness and reciprocity in equilibrium selection",  International  Game Theory Review,  Vol 10 (1), (2008), 53-72.

 

[80] M.B. Lignola and J. Morgan, "Convergence Results for Weak Efficiency in Vector Optimization Problems with Equilibrium Constraints", Journal of Optimization Theory and Applications, Vol. 133 (1), (2007), 117-121.

 

[79] G. De Marco and J. Morgan, "Refinement Concept for Equilibria in Multicriteria Games via Stable Scalarizations", International Game Theory Review, Vol 9 (2),(2007), 169-181.

 

[78] J. Morgan and V. Scalzo, "Pseudocontinuous functions and existence of Nash equilibria", Journal of Mathematical Economics, Vol 43, (2007), 174-183.

 

[77] J. Morgan and V. Scalzo, "Asymptotical behavior of finite and possible discontinuous economies", Economic Theory, Vol 33 (2), (2007), 407-412.

 

[76] J. Morgan and V. Scalzo, "Discontinuous but well-posed optimization problems", SIAM Journal on Optimization, Vol 17 (3), (2006), 861-870.

 

[75] J.Morgan and F. Patrone, “Stackelberg Problems: Subgame Perfect Equilibria Via Tikhonov Regularization”, Annals of the International Society of Dynamic Games, Advances in Dynamic Games: Application to Economics, Management Scinces, Engineering and Environmental Management, Birkhauser, (2006),  209-221.

 

[74] M.B. Lignola, J. Morgan and V. Scalzo, "Vector Quasi-Variational Inequalities under Perturbations", Pacific Journal Optimization, Vol. 2 (3),  (2006), 599-609.

 

[73] M.B. Lignola and J. Morgan, "Alpha-well-posedness for Nash equilibria and for optimization problems with Nash equilibrium constraints", Journal of Global Optimization, Vol. 36 (3) (2006), 439-459.

 

[72] J. Morgan and Romaniello M., "Generalized quasi-variational inequalities: duality under perturbations", Journal of Mathematical Analysis and Applications, Vol. 324, (2006), 773-784.

 

[71] H. Bonnel and J. Morgan,"Semivectorial Bilivel Optimization Problem: a Penality Approach", Journal of Optimization Theory and Applications, Vol. 131 (3), (2006), 365-382.

 

[70] M.B. Lignola and J. Morgan, "Vector Quasi-Variational Inequalities: Approximate Solutions and Well-Posedness", Journal of Convex Analysis, Vol. 13 (2), (2006), 373-384.

 

[69] L. Mallozzi and J. Morgan, "On approximate mixed Nash equilibria and average marginal functions for two-stage three players games", On Optimization with Multivalued Mappings: Theory, Applications and Algorithms, Springer (2006), 97-107.

 

[68] J. Morgan and M. Romaniello, "Scalarization and Kuhn-Tucker like-conditions for weak-vector generalized quasi-variational inequalities", Journal of Optimization Theory and Applications, Vol. 130 (2) (2006), 309-316.

[67] L. Mallozzi and J. Morgan, “Oligopolistic markets with leadership and demand functions having possible discontinuities”, Journal of  Optimization  Theory and Applications, Vol. 125 (2), (2005), 393-407.

[66] J. Morgan and V. Scalzo, “New results on value functions and applications to MaxSup and MaxInf problems, Journal of Mathematical Analysis and Applications, Vol. 300, (2004), 68-78.

[65] J. Morgan, “Approximations and Well-Posedness in Multicriteria Games”, Annals of Operations Research, Vol. 7 (4), (2005), 257-268.

[64] D. Flam and J. Morgan, “Newtonian Mechanics and Nash Play”, International Game Theory Review, Vol. 6 (2), (2004) 181-194.

[63] J. Morgan and V. Scalzo, “Pseudocontinuity in Optimization and Nonzero Sum Games”,  Journal of Optimization Theory and Applications,  Vol. 120, (2004), 181-197.

[62] R. Branzei , J. Morgan , V. Scalzo and S. Tijs, “Approximate Fixed Point Theorems in Banach Spaces with Applications in Game Theory”, Journal of Mathematical Analysis and Applications. Vol. 285, (2003), 619-628.

[61] J. Morgan and M. Romaniello, “Generalized Quasi-Variational Inequalities and Duality”. Journal of Inequalities in Pure and Applied Mathematics, Vol. 4 (2), (2003), Article 28.

[60] I. Del Prete, M.B. Lignola and J. Morgan, "New Concepts of Well-Posedness for                 Optimization  Problems with Variational Inequality Constraints", Journal of Inequalities in Pure and     Applied Mathematics, Vol. 4 (1). (2003), Article 5.

[59] J. Morgan and R.Raucci, "Lower Semicontinuity for Approximate Social Nash Equilibria",  International Journal of Game Theory,   Vol. 31, (2002), 499-509.

[58] L. Mallozzi and J. Morgan, “Mixed strategies for Hierarchical Zero-Sum Games”, Annals of the International Society of Dynamics Games, Vol. 6, (2002), 65-77.

[57] M.B. Lignola and J. Morgan, “Existence for Optimization Problems with Equilibrium Constraints in Reflexive Banach Spaces”. In G.P. Crispi, G. Giorgi, A. Guerraggio, D. La Torre, E. Miglierina and M. Rocca “Optimization in Economics, Finance and Industry” Milano: Datanova (Italy), (2002), 15-35.

[56] S. Flam, L. Mallozzi and J. Morgan, "A New Look for Stackelberg-Cournot Equilibria for Oligopolistic Market", Economic Theory, Vol. 206, (2002), 183-188.

[55] M.B. Lignola and J. Morgan, “Approximate Solutions and Alpha-Well-Posedness for Variational Inequalities and Nash Equilibria”, in G. Zaccour “Decision and Control in Management Science”, Kluwer Academic Publishers, (2002), 367-378.

[54] M.B. Lignola and J. Morgan, "Existence of Solutions to Bilevel Variational Problems in Banach Spaces", in F. Giannessi, A. Maugeri and P.M.Pardalos “Equilibrium Problems and Variational Models", Kluwer Academic Publishers, ( 2001).

[53] P. Loridan and J. Morgan, “Convergence of Approximate Solutions and Values in Parametric Vector Optimisation”, in F. Giannessi “Vector Variational Inequalities and Vector Equilibrium”, Kluwer, (2000), 335-350.

[52] M.B. Lignola and J. Morgan, “Well-Posedness for Optimization Problems with Constraints Defined by Variational Inequality Having a Unique Solution”, Journal of Global Optimization 16, (2000), 57-67.

[51] M.B. Lignola and J. Morgan, “Generalized Variational Inequalities with Pseudomonotone Operators Under Perturbations”, J. Optim. Theory Appl., 101, (1999), 213-220.

[50] P. Loridan, J. Morgan and R. Raucci, “Convergence of Minimal and Approximate Minimal Elements of Sets in Partially Ordered Vector Spaces”, J. Math. Anal. Appl., 239, (1999), 427-439.

[49] J. Morgan and R. Raucci, “New Convergence Results for Nash Equilibria”, J. Convex Anal., 6, (1999), 377-385.

[48] M.B. Lignola and J. Morgan, “Existence of solutions to Generalized Bilevel Programming Problem”, Multilevel Optimization: Algorithms and Applications, Kluwer Acad. Publ., Dordrecht, (1998), 315-332.

[47] M.B. Lignola and J. Morgan, “Stability of Regularized Bilevel Programming Problems”, J. Optim. Theory Appl., 93, (1997), 575-596.

[46] L. Mallozzi and J. Morgan, “Existence of a Feedback Equilibrium for Two-Stage Stackelberg Games”, IEEE Trans. Automat.Control, 42, (1997), 1612-1614.

[45] M. B. Lignola and J. Morgan, “Convergence of Solutions of Quasi-Variational Inequalities and Applications”, Topol. Methods Nonlinear Anal., 10, (1997), 375-385, Dedicated To Olga Ladyzhenskaya.

[44] M.B. Lignola and J. Morgan, “Convergence for Variational Inequalities and Generalized Variational Inequalities”, Atti Sem. Mat. Fis. Univ. Modena, 45, (1997), 377-388.

[43] J. Morgan and R. Raucci, “Continuity Properties of E-Solutions for Generalized Parametric Saddle Point Problems and Application to Hierarchical Games”, J. Math. Anal. Appl., 211, (1997), 30-48.

[42] J. Morgan and R. Raucci, “Approximate Solutions for Strong Hierarchical Saddle Point Problems”, Atti Sem. Mat. Fis.Univ. Modena, 45, (1997), 395-409.

[41] P. Loridan and J. Morgan, “Weak Via Strong Stackelberg Problem: New Results”, J. Global Optim., 8, (1996), 263-287.

[40] L. Mallozzi and J. Morgan, “Hierarchical Systems with Weighted Reaction Set”, in G. D. Pillo and F. Giannessi “Non Linear Optimization and Applications”, Plenum Press, (1996), 271-282.

[39] M.B. Lignola and J. Morgan, “Topological Existence and Stability for Stackelberg Problems”, J. Optim. Theory Appl., 84, (1995), 145-169.

[38] L. Mallozzi and J. Morgan, “Weak Stackelberg Problem and Mixed Solutions Under Data Perturbations”, Optimization, 32, (1995), 269-290.

[37] J. Morgan, “Directional Derivability of Constrained Parameterized Minmax Problems Via Gamma-Derivatives”, Atti Sem. Mat. Fis. Univ. Modena, 43, (1995), 491-503.

[36] L. Mallozzi and J. Morgan, “Problema di Stackelberg con Risposte Pesate”, Atti del XIX Convegno AMASES, (1995), 416-425.

[35] M.C. Delfour and J. Morgan, “One-Side Derivative of Minmax and Saddle Points with Respect to a Parameter”, Optimization, 31, (1994), 343-358.

[34] M.B. Lignola and J. Morgan, “Semicontinuity and Episemicontinuity: Equivalence and Applications”, Boll. Un. Mat. Ital., B (7), 8, (1994), 1-16.

[33] M.B. Lignola and J. Morgan, “Epiconvergence and Continuous Convergence”, Atti Sem. Mat. Fis. Univ. Modena, 42 (1994), 467-475.

[32] M.B. Lignola and J. Morgan, “Approximate Solutions to Variational Inequalities and Applications”, Matematiche, 49, (1994), 281-293.

[31] L. Mallozzi and J. Morgan, “Epsilon-Mixed Strategies for Static Continuous-Kernel Stackelberg Games”, J. Optim. Theory Appl., 78, (1993), 303-316.

[30] M.C. Delfour and J. Morgan, “A Complement to the Differentiability of Saddle Points and Min-Max”, Optimal Control Appl. Methods, 13, (1992), 87-94.

[29] M.B. Lignola and J. Morgan, “Semi-Continuities of Marginal Functions in a Sequential Setting”, Optimization, 24, (1992), 241-252.

[28] M.B. Lignola and J. Morgan, “Convergences of Marginal Functions with Dependent Constraints”, Optimization, 23, (1992),189-213.

[27] M.C. Delfour and J. Morgan, “Differentiability of Minmax and Saddle Points Under Relaxed Assumptions”, Lecture Notes in Control and Information Sciences, Vol. 178, Springer Verlag, Berlin, Heidelberg, New York, (1992), 174-182.

[26] M.C. Delfour and J. Morgan, “Derivative of saddle Points Under Relaxed Assumptions”, Proceedings 31th IEEE Conference on Decision and Control, (1992).

[25] M.B. Lignola and J. Morgan, “Existence and Approximation Results for Minsup Problems”, in G. Feichtinger, W. Buhler, F. Radermacher, and P. Stahly “Proceedings of The International Conference on Operation Research”, 90, Springer Verlag, Vienna (1992), 157-164.

[24] P. Loridan and J. Morgan, “On Stricte-Solution for a Two Level Optimization Problem”, in G. Feichtinger, W. Buhler, F. Radermacher, And P. Stahly “Proceedings of The international Conference On Operation Research”, 90, Springer Verlag, Vienna (1992), 165-172.

[23] P. Loridan and J. Morgan, “Least-Norm Regularization for Weak Two-Level Optimization Problems”, Optimization, Optimal Control and Partial Differential Equations, Birkhäuser,Basel, (1992), 307-318.

[22] P. Loridan and J. Morgan, “Regularizations for Two-Level Optimization Problems”, Advances in Optimization, Springer, Berlin (1992), 239-255.

[21] M.B. Lignola and J. Morgan, “Topological Existence and Stability for Min Sup Problems”, J. Math. Anal. Appl., 151, (1990),164-180.

[20] P. Loridan and J. Morgan, “Quasi Convex Lower Level Problem and Applications in Two Level Optimisation”, Generalized Convexity and Fractional Programming with Economic Applications, Springer, Berlin (1990), 325-341.

[19] P. Loridan and J. Morgan, “A Theoretical Approximation Scheme for Stackelberg Problems”, J. Optim. Theory Appl., 61, (1989), 95-110.

[18] J. Morgan, “Constrained Well-Posed Two-Level Optimization Problems”, in F. Clarke, V. Demianov and F. Giannessi “Nonsmooth Optimization and Related Topics”, Ettore Majorana International Sciences Series, Plenum Press, New York (1989), 307-326.

[17] M. R. Crisci and J. Morgan, “An Algorithm for a Constrained Saddle Point Problem Via an Exact Penalty Method”, International Journal of Computer Math., 26, (1989), 239-246.

[16] P. Loridan and J. Morgan, “Epsilon-Regularized Two-Level Optimization Problems”, Vol. 1405, Lecture Notes in Mathematics, Springer Verlag, Berlin, Heidelberg, New York, (1989), 99-113.

[15] P. Loridan and J. Morgan, “New Results on Approximate Solutions in Two-Level Optimisation”, Optimization, 20, (1989), 819-836.

[14] P. Loridan and J. Morgan, “A Sequential Stability Result for Constrained Stackelberg Problems”, Ricerche Mat. 38, (1989), 19-32.

[13] P. Loridan and J. Morgan, “Approximate Solutions for Two-Level Optimization Problems, Trends on Mathematical Optimization, Vol. 84, International Series of Numerical Analysis, Birkhäuser, Basel, (1988), 181-196.

[12] P. Loridan and J. Morgan, “Approximation of the Stackelberg Problem and Applications in Control Theory”, Proceedings of the Vth I.F.A.C. Workshop on ``Control Applications of Non Linear Programming and Optimization'' (Capri, 1985), Pergamon Press (1986).

[11] M.R. Crisci and J. Morgan, “Implementation and Numerical Research of an Approximation Method and Constraints For Saddle Point Problems”, Internat. J. Comput. Math., 15, (1984), 163-174.

[10] M.R. Crisci and J. Morgan, “Convergence Results of an Approximation Method for Constrained Saddle Point Problems”,Internat. J. Comput. Math. 15, (1984), 53-64.

[9] P. Loridan and J. Morgan, “Penalty Functions in Epsilon-Programming and Epsilon-Minimax Problems”, Math. Programming , 26, (1983), 213-231.

[8] E. Cavazzuti and J. Morgan, “Well-Posed Saddle Point Problems”, Vol. 86, Lecture Notes in Pure and Applied Mathematics, Marcel Dekker, New York (1983), 61-76.

[7] E. Cavazzuti and J. Morgan, “Problèmes d'Optimisation Uniformément Bien Posés et Méthodes de Pénalisation” , Boll. Un. Mat. Ital., B (6), 1, (1982), 423-450.

[6] J. Morgan, “An Exterior Approximation Method for Constrained Saddle Point Problem Via Unconstrained Optimisation”, Quaderno dell'Un. Mat. Ital., Vol. 17, Unione Matematica Italiana, (1980), 302-312.

[5] J. Morgan-Sciarrino, “Algorithme d'Approximation Interne de Problèmes de Point de Selle avec Contraintes Via l'Optimisation”, RAIRO Anal. Numér., 14, (1980), 189-202.

[4] J. Morgan, “Sur un Procédé Mixte d'Approximation de Problèmes de Point de Selle avec Contraintes Utilisant Simultanément les Méthodes de Pénalisation Interne et de Discrétisation”, Ricerche Mat., 28, (1979), 399-415.

[3] J. Morgan-Sciarrino, “Approximation Interne de Problèmes de Point de Selle avec Contraintes”, Boll. Un. Mat. Ital., B (5), 15, (1978), 147-160.

[2] J. Morgan, “Méthode d'Approximation Interne de Problèmes de Point de Selle avec Contraintes”, Quaderno Dei Gruppi Di Ricerca Matematica Del C.N.R., C.N.R., (1974), 69-74.

[1] J. Morgan-Sciarrino, “Méthode Directe de Recherche du Point de Selle d'une Fonctionnelle Convexe-Concave et Application aux Problèmes Variationnels Elliptiques avec Deux Contrôles Antagonistes”, Internat. J.Comput. Math., 4, (1974),143-175.