a system of symbolic logic that represents individuals and predicates and quantification over individuals (as well as the relations between propositions)
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functional calculus::noun | Spocien Dictionary
| Type | Words |
|---|---|
| Synonyms | predicate calculus |
| Type of | formal logic, mathematical logic, symbolic logic |
Examples of functional calculus
functional calculus
Rigorously, to take functions of unbounded operators, a functional calculus is required.
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Such operators have a well-defined Borel functional calculus.
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In the case of the exponential function, the continuous, or just the holomorphic functional calculus suffices.
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I have some functional ability in calculus, group theory, numerical analysis etc.
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In more modern treatments however, this representation is usually avoided, since most technical problems can be dealt with by the functional calculus.
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These operators always have a canonically defined Friedrichs extension and for these operators we can define a canonical functional calculus.
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An interpretation of a truth-functional propositional calculus may also be expressed in terms of truth tables.
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It does make sense to mention some of the functional languages inspired by lambda calculus.
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The lambda calculus was the original inspiration for functional programming which began with Lisp.
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