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  • OpenAIRE PubRepos v4.0

  • Apollo is the institutional repository of the University of Cambridge, managed by the Open Research Systems team based in Cambridge University Library. The Repository is committed to store and preserve the University’s research outputs. Research outputs can include, but are not limited to, publications, conference proceedings, book chapters, monographs, theses, various forms of research data (video recordings, spreadsheets, computational scripts, code, images etc.), presentations and others.

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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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  • Database

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  • This site is a university repository providing access to the publication output of the institution. Registered users, not limited to institutional members, can set up email alerts to notify them of newly added content.

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  • Episciences is an overlay journal platform

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  • OpenEdition brings together four platforms dedicated to electronic resources and academic information in the humanities and social sciences.

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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.

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  • Apollo is the institutional repository of the University of Cambridge, managed by the Open Research Systems team based in Cambridge University Library. The Repository is committed to store and preserve the University’s research outputs. Research outputs can include, but are not limited to, publications, conference proceedings, book chapters, monographs, theses, various forms of research data (video recordings, spreadsheets, computational scripts, code, images etc.), presentations and others.

    more_vert
  • 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.

    more_vert
  • Database

    more_vert
  • This site is a university repository providing access to the publication output of the institution. Registered users, not limited to institutional members, can set up email alerts to notify them of newly added content.

    more_vert
  • Episciences is an overlay journal platform

    more_vert
  • OpenEdition brings together four platforms dedicated to electronic resources and academic information in the humanities and social sciences.

    more_vert
  • 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.

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