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scientific practice in the way that the conceptual analysts needed it to. The world partially determines, a posteriori, the character of the 2-step methodology of conceptual analysis. Therefore, the attainable identification of philosophy with conceptual evaluation can’t establish a difference in kind between philosophy and science, be it semantic or epistemic. This leaves us with the problem of explaining why these activities seem so different. I suppose that this question may be seen as a matter of degree, but this will be the subject for another conference. ABSTRACT. As a result of the “practical turn” in the philosophy of mathematics, a significant a part of the analysis exercise of the field consists in the analysis of all types of mathematical corpora. The drawback of mathematical textuality (inscriptions, symbols, marks, diagrams, and so on.) has thus gained an increasing significance as decisive aspects of mathematical knowledge have been proven to be related to regularities and emergent patterns identifiable at the stage of mathematical indicators in texts. However, regardless of the fruitfulness of textual content-pushed approaches within the field, the concrete instruments obtainable for the analysis of precise mathematical texts are somewhat poor and difficult to make use of objectively. Moreover, analytical strategies borrowed from other fields, such as computational linguistics, NLP, logic or computer science, often present issues of adaptability and legitimacy. I suggest to

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