finitary in A Sentence

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    Objects are Finitary but their effects could be inFinitary. The moment you are trying to.

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    2

    You have rules of inferential logic which are always Finitary or they might be inFinitary.

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    3

    Which allow you to generate an infinite number of logical sentences. A Finitary nature of.

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    4

    We might emphasize that this is actually a Finitary specification and these programs themselves as concrete.

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    5

    Like if you have axiom schemas, or rules like modes ponens etc. They are Finitary representations again of inFinitary objects.

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    6

    In all these cases, we should emphasize the fact that this notation is important because our notation is to give you a Finitary specification of possibly infinite objects.

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    7

    Does not allow you the freedom to write these dots and there is no such thing. You have a method of construction of predicates which is always Finitary.

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    8

    There are also Finitary specifications and something that is absolutely essential is that it is decidable by an algorithm whether a certain step in the proof of a logical statement.

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    9

    By abstraction gives you a Finitary specification so that you can represent the set of even numbers through a notation which consists of braces that consists of a bound variable.

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    10

    Be Finitary because the domain could be infinite and the co domain could be infinite. We might think of an algorithm in general as computing either a function or a method for computing.

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    11

    Then call one sentence X and the other sentence has the pattern X conditional Y then you are able to infer Y and you cannot have all rules of inferencing logic. They are Finitary.

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    12

    Binary, and ternary but some Finitary sets with a Finitary representation. We are interested in inFinitary computational processes which have Finitary representations. We are interested in programming languages which allow for Finitary representation of inherently inFinitary objects.

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    13

    Valid sentence of the logical language. An important element of that logical language is that the generation process should be Finitary. There should be only a finite set of rules and there should be an algorithm which can clearly tell you whether a given sentence is a well formed sentence of the language.

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