Guillermo Rosado Haddock
(2019). Husserl and Bourbaki on mathematics: similarities, possible influence and some dissimilarities. Meta, 11 (2), 618-639.
(ed) (2018). Unorthodox analytic philosophy. London: College Publications.
(2017). Husserl and Riemann. In S. Centrone (ed.) Essays on Husserl's logic and philosophy of mathematics (pp. 229-243). Dordrecht: Springer.
(2012). Husserl's conception of physical theories and physical geometry in the time of the prolegomena: a comparison with duhem's and Poincaré's views. Axiomathes, 22 (1), 171-193.
(2012). Introduction: the other Husserl. Axiomathes, 22 (1), 1-4. https://doi.org/10.1007/s10516-011-9160-1.
(ed) (2012). Axiomathes Special Issue 22 (1).
(2010). Husserl y Frege sobre los nombres propios estrictos y los indexicales. Anuario Colombiano de Fenomenologiá, 4, 275-294.
(2010). Introduction. Axiomathes, 20 (2-3), 147-151.
(2010). Platonism, phenomenology, and interderivability. In M. Hartimo (ed.) Phenomenology and mathematics (pp. 23-46). Dordrecht: Springer.
(2010). Some uses of logic in rigorous philosophy. Axiomathes, 20 (2-3), 385-398.
(2008). E. Husserl, Alte und neue logik, Vorlesungen 1908/09 [Review of the book Alte und neue Logik, by E. Husserl]. Husserl Studies 24 (2), 141-148.
(2008). Husserl on analyticity and beyond. Husserl Studies, 24 (2), 131-140. https://doi.org/10.1007/s10743-008-9038-2.
(2007). Ética fenomenológica y sentimientos morales. Anuario Colombiano de Fenomenologiá, 1, 19-26.
(2006). Husserl's philosophy of mathematics: its origin and relevance. Husserl Studies, 22 (3), 193-222. https://doi.org/10.1007/s10743-006-9010-y.
(2004). To be a Fregean or to be a Husserlian: That is the question for Platonists. In D. Moran & L. Embree (eds.) Phenomenology: Critical concepts in philosophy III (pp. 21-42). London: Routledge.
(2001). Recent truth theories: a case study. Axiomathes, 12 (1-2), 87-115. https://doi.org/10.1023/A:1012770331158.
(1998). The other philosophers of mathematics [Review of the book , by ]. Axiomathes 9 (3), 361-381.
(1997). Husserl's relevance for the philosophy and foundations of mathematics. Axiomathes, 8 (1-3), 125-. https://doi.org/10.1007/BF02681884.
(1991). On Husserl's distinction between state of affairs (Sachverhalt) and situation of affairs (Sachlage). In T. M. Seebohm, D. Føllesdal & J. N. Mohanty (eds.) Phenomenology and the formal sciences (pp. 35-48). Dordrecht: Springer.
(1987). Husserl's epistemology of mathematics and the foundation of platonism in mathematics. Husserl Studies, 4 (2), 81-102. https://doi.org/10.1007/BF00365248.
(1973). Edmund Husserls Philosophie der Logik und Mathematik im Lichte der gegenwärtigen Logik und Grundlagenforschung. Bonn: Universität Bonn.
(1908). Remarks on sense and reference in Frege and Husserl. Kant-Studien, 13, 425-439.