| Intuitionistic Logic - A short entry in the Stanford Encyclopaedia of Philosophy by Joan R. Moschovakis.
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| Indispensability Arguments in the Philosophy of Mathematics - By Mark Colyvan, University of Tasmania.
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| Constructive Mathematics - By Douglas Bridges from Waikato University.
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| Inconsistent Mathematics - By Chris Mortensen, University of Adelaide.
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| Philosophy of Mathematics Class Notes - Notes to a class by Carl Posy at Duke University, Fall 1992.
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| Nineteenth Century Geometry - By Roberto Torretti, Universidad de Chile.
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| Social Constructivism as a Philosophy of Mathematics - Article by Paul Ernest.
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| Paul Ernest's Page - Based at School of Education, University of Exeter, United Kingdom, includes the text of back issues of the Philosophy of Mathematics Education Journal, and other papers on the philosophy of mathematics and related subjects.
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| PHILTAR - Philosophy of Mathematics - Links to pages on individual philosophers.
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| The Logical and Metaphysical Foundations of Classical Mathematics - Arché Research Project at the University of St Andrews. Description of the project, sponsors, researchers and publications.
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| Mathematical Structures Group - Research topics include mathematical models and theories in the empirical sciences, models and theories in mathematics, category theory, and the use of mathematical structures in theoretical computer science. Bibliographic data.
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| On Gödel's Philosophy of Mathematics - A paper by Harold Ravitch, Los Angeles Valley College.
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| Foundations: Philosophy of Mathematics - A study guide on the Philosophy of Mathematics provided by The Objectivist Center, including a study guide on the subject.
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| Canadian Society for History and Philosophy of Mathematics - Bulletin, members' pages, meetings.
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| Structuralism, Category Theory and Philosophy of Mathematics - By Richard Stefanik (Washington: MSG Press,1994).
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| Holistic Math - An enlarged paradigm of mathematical reality that includes psychology as an integral component.
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| Hilbert's Program - In 1921, David Hilbert made a proposal for a formalist foundation of mathematics, for which a finitary consistency proof should establish the security of mathematics. From the Stanford Encyclopedia of Philosophy, by Richard Zach.
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| 19th Century Logic between Philosophy and Mathematics - Online article by Volker Peckhaus.
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| The Philosophy of Mathematics - Notes by R.B. Jones of foundations, problems, logicism and philosophers of mathematics.
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