1.On the numerical solution of finite-dimensional variational inequalities by an interior point methods. 2.Fixed points in ordered banach spaces and applications to elliptic boundary-value problems. 3.A theorem of the alternative for linear control systems. 4.Variational inequalities for static equilibrium market. Lagrangean function and duality. 5.On dynamical equilibrium methods for solving optimal control problems. 6.Optimal flow pattern in road networks. 7.On the storng solvability of a unilateral boundary value problem for linear discontinuous operators in the plane. 8.Most likely traffic equilibrium route flows analysis and computation. 9.Existence of solution to bilevel variational problems in banach spaces. 10.On the existence of solutions to vector optimization problems. 11.Equilibrium problems and varitional inequalities. 12.Axiomatization for approximate solutions in optimization. 13.Necessary and sufficient conditions of Wardrop type for vectorial traffic equilibria. 14.Approximate solutions and Tikhonov well-posedness for Nash equilibria. 15.Equilibrium in time depend traffic networks with delay. 16.New results on local minima and their applications. 17.An overview on projection-type methods for convex largescale quadratic programs.