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Mark Van Atten
Gödel, mathematics, and possible worlds
2001
Axiomathes 12/3-4
Brouwer's argument for the unity of scientific theories
2002
in: History of philosophy of science, Dordrecht : Springer
The irreflexivity of Brouwer's philosophy
2002
Axiomathes 13/1
Why Husserl should have been a strong revisionist in mathetmatics
2002
Husserl Studies 18/1
Brouwer, as never read by Husserl
2003
Synthese 137/1-2
2004
Graduate Faculty Philosophy Journal 25/2
Intuitionistic remarks on Husserl's analysis of finite number in the philosophy of arithmetic
2004
Graduate Faculty Philosophy Journal 25/2
2004
The New Yearbook for Phenomenology and Phenomenological Philosophy 4
Edmund Husserl, Logik. Vorlesung 1902/03
2005
Husserl Studies 21/2
Lectures on being and time (1998)
2008
The New Yearbook for Phenomenology and Phenomenological Philosophy 8
The proper explanation of intuitionistic logic
2008
in: One hundred years of intuitionism (1907–2007), Dordrecht : Springer
T. Ryckman, The reign of relativity
2008
Husserl Studies 24/1
"Gödel's modernism: on set-theoretic incompleteness" revisited
2009
in: Logicism, intuitionism, and formalism, Dordrecht : Springer
Construction and constitution in mathematics
2010
The New Yearbook for Phenomenology and Phenomenological Philosophy 10
2012
in: Epistemology versus ontology, Dordrecht : Springer
2014
in: Constructivity and computability in historical and philosophical perspective, Dordrecht : Springer
Construction and constitution in mathematics
2017
in: Essays on Husserl's logic and philosophy of mathematics, Dordrecht : Springer