The MIT Open Access Articles collection consists of scholarly articles written by MIT-affiliated authors that are made available through DSpace@MIT under the MIT Faculty Open Access Policy, or under related publisher agreements. Articles in this collection generally reflect changes made during peer-review.

Version details are supplied for each paper in the collection:

  • Original manuscript: author's manuscript prior to formal peer review
  • Author's final manuscript: final author's manuscript post peer review, without publisher's formatting or copy editing
  • Final published version: final published article, as it appeared in a journal, conference proceedings, or other formally published context (this version appears here only if allowable under publisher's policy)

Some peer-reviewed scholarly articles are available through other DSpace@MIT collections, such as those for departments, labs, and centers.

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Recent Submissions

  • Places: A 10 Million Image Database for Scene Recognition 

    Zhou, Bolei; Lapedriza Garcia, Agata; Khosla, Aditya; Oliva, Aude; Torralba, Antonio (Institute of Electrical and Electronics Engineers, 2017-07-04)
    The rise of multi-million-item dataset initiatives has enabled data-hungry machine learning algorithms to reach near-human semantic classification performance at tasks such as visual object and scene recognition. Here we ...
  • On the privacy-conscientious use of mobile phone data 

    de Montjoye, Yves-Alexandre; Gambs, Sébastien; Blondel, Vincent; Canright, Geoffrey; de Cordes, Nicolas; e.a. (Springer Nature, 2018-12)
    The breadcrumbs we leave behind when using our mobile phones-who somebody calls, for how long, and from where-contain unprecedented insights about us and our societies. Researchers have compared the recent availability of ...
  • Classical Affine W -Algebras and the Associated Integrable Hamiltonian Hierarchies for Classical Lie Algebras 

    De Sole, Alberto; Kac, Victor; Valeri, Daniele (Springer Berlin Heidelberg, 2018-06)
    We prove that any classical affine W-algebra W (g, f) , where g is a classical Lie algebra and f is an arbitrary nilpotent element of g, carries an integrable Hamiltonian hierarchy of Lax type equations. This is based on ...

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