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    A notational scheme requires character-indifference among... — Carmelics
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    Supports→The Roman alphabet constitutes a notational scheme.

    A notational scheme requires character-indifference among marks and disjointness across characters.

    Philosophy of Language
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    Philosophy of Language

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    Any inscription of a given letter (e.g., 'A', 'a') expresses the same character ...Each mark for a given letter cannot be used for any other letter of the alphabet...The Roman alphabet constitutes a notational scheme.

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    Related propositions within the same area of thought.
    Notational schemes require finite differentiation, ensuring every mark...75%A notational system requires that each symbol determines exactly one i...74%A notation requires a one-to-one correspondence between symbols and it...73%The Roman alphabet constitutes a notational scheme.73%

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    The fundamental notion with reference to which the different syntactical and semantic rules of systems can be explained is that of a notation—in brief, a symbol system where to each symbol corresponds one item in the realm, and to each item in the realm only one symbol in the system. Hence, for instance, a musical score is a character in a notational system only if it determines which performances belong to the work and, at the same time, is determined by each of those performances (Goodman 1976

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