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    Computing theory is finitistic and constructivist in nature — Carmelics
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    Home/Modality & Possibility
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    Supports→The theory of computing occupies common ground among competing mathematical philosophies (Formalism, Platonism, Intuitionism)

    Computing theory is finitistic and constructivist in nature

    Modality & PossibilityTruth & Knowledge
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    Related propositions within the same area of thought.
    Adherents of any of these mathematical philosophies can agree on what effective ...Formalist, Platonic, and intuitionistic views of mathematics each overlap on fin...The theory of computing occupies common ground among competing mathematical phil...

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    If we look at the foundations of information and computation there are two notions that are crucial: the concept of a data set and the concept of an algorithm. Once we accept these notions as fundamental the rest of the theory data and computation unfolds quite naturally. One can “plug in” one’s favorite epistemological or metaphysical stance here, but this does not really affect foundational issues in the philosophy of computation and information. One might sustain a Formalist, Platonic or intu

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