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time. In addition to providing a conceptual framework and concrete automated instruments for textual analysis, our strategy places forward a novel philosophical perspective during which logic seems as a needed middleman between textual properties and mathematical contents. Those difficulties reveal a lack of clear foundations for a theory of textuality that can provide concrete devices of study, common sufficient to take care of mathematical texts. In this work, we intend to sort out this problem by proposing a novel conceptual and methodological framework for the automatic treatment of texts, based mostly on a computational implementation of an analytical procedure impressed by the traditional structuralist theory of signs. Guided by the goal of treating mathematical texts, our strategy assumes a sequence of circumstances for the elaboration of the meant analytical model. In particular, the latter should depend on a backside-up approach; be unsupervised; have the ability to handle multiple sign regimes (e.g. alphabetical, formulaic, diagrammatical, and so on.); be oriented in direction of the identification of syntactic buildings; seize extremely stable regularities; and provide an explicit account of those regularities. ABSTRACT. 1. Term logic, known as also traditional or Aristotelian logic, offers with phrases as the primary components of propositions. Terms are thought-about to characterize concepts or ideas. Concepts are often divided into concrete and abstract ones. Concrete ideas (such as Socrates, tree, table, and so forth.) are taken to discuss

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