Abstract
This paper discusses the methodology of mathematical philosophy and argues for a methodological pluralism of formal and mathematical methods. It is briefly presented how other types of philosophy do not fulfill what mathematized philosophy does, i.e. a rigor for clarity, objectivity and inter-disciplinary success. Several examples of mathematized philosophy are mentioned, and an example of epistemic utility theory is given. A case is made for an interdisciplinary approach and a unified science in connection with philosophy.

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