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Full text article deposited by authors or/and by the staff of their team in any area of Humanities at CNRS, France. This repository contains work from several institutions. The interface is in French.

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The Journal of AL MAYADINE AL IKTISSADIA (JMI) is a peer reviewed and international journal covers a wide range of issues related to Economics, Finance, Business Management and Accounting. The Journal is published by the Faculty of Economics, Commercial Sciences and Management Sciences, University of Algiers 3. It is interested in both theoretical and applied research of scientists and academics, as well as of Doctoral students. The Journal of AL MAYADINE AL IKTISSADIA (JMI) is an Open Access Journal that can be accessed and downloaded online for free. The JMI is published in both Arabic and English languages in one issue per year (December). The purpose of JMI is to give researchers a venue to impart their knowledge to one another, and contribute what they can to the design of improving knowledge. It is designed to publish original and high-quality research work that will cast light in contemporary issues and will pave the way for the application of new and different solutions. In this context, the JMI is bound to have a distinctive interdisciplinary profile, destined to cover a wide variety of topics spanning from Economics to Business Management, Finance, Accounting, Insurance, Risk Management, Auditing, Banking and International Economics.

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The Journal of Nonsmooth Analysis and Optimization is a scholarly journal, provided on a Fair Open Access basis, without cost to both readers and authors. It disseminates peer-reviewed articles in all aspects of nonsmooth analysis relevant to optimization and equilibrium problems such as analysis of infinite-dimensional algorithms for nonsmooth optimization and equilibrium problems, in particular in function spaces, necessary and sufficient optimality conditions based on generalized derivatives, stability properties – including regularization theory – of nonsmooth optimization and equilibrium problems, solution properties such as preservation of continuity or discontinuity properties of problem data, problem reformulations such as convex relaxation and lifting, optimization of variational inequalities and nonsmooth equations, bi- and multilevel optimization, robust and chance-constrained optimization.