Re: Lambda abstraction
Alessio Guglielmi <Alessio.Guglielmi-r/[email protected]>
| Newsgroups | gmane.science.mathematics.frogs |
|---|---|
| Message-ID | <p0610051abcea1a7f986b@[141.76.34.38]> |
At 3:42 AM +0200 31.5.04, Kai Brünnler wrote: >in your email you pointed out that deep >inference allows cancelling of hypotheses in a >way that is local (contrary to the sequent >calculus) and logical (contrary to natural >deduction). I agree, but doesn't natural >deduction in sequent-style presentation have >exactly the same merits? Perhaps yes, but I also said that I want a formalism with `all the good properties' of the sequent calculus (subformula-like, for example). >I also don't really see how this could help in the design of a term calculus. I'm not sure, and at this point I can't really say more than what I said already. Basically, it looks like formalism A has possibilities of term formation similar to natural deduction and less bureaucratic than the sequent calculus, so there should be a way of exploiting them. (Terms = derivations, of course.) -Alessio