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How many kinds of Calculus?

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I''ve studied ''standard'' calculus(what is that the right name for that? using Riemann integrals etc) in HS and college, and I''ve heard of predicate calculus(symbolic logic I think?) and lambda calculus (anonymous functions, right?). What other kinds of calculus are there and what do they deal with?

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In addition to differential/integral calculus ("normal" calculus), I can think of: calculus of classes, Feynman''s operational calculus, discrete calculus of variations, propositional calculus, eta calculus, pi calculus, non-normable calculus, vector calculus, process calculus, Abadi-Cardelli calculus, Mitchell-Fischer calculus, calculus of concurrent systems, and so on.

I really don''t think describing them is very productive. Basically any field of mathematics or applied computation can have a "calculus" name for it. On the whole, I find their use rather pretentious (excepting when the so and so calculus is the normal name, like lambda or differential).

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