Feb 15, 2016 · Abstract:In this paper, we show that Markov's principle is not derivable in dependent type theory with natural numbers and one universe.
Abstract. In this paper, we show that Markov's principle is not derivable in dependent type theory with natural numbers and one universe.
ABSTRACT. In this paper, we show that Markov's principle is not derivable in dependent type theory with natural numbers and one universe.
Aug 15, 2017 · Abstract. In this paper, we show that Markov's principle is not derivable in dependent type theory with natural numbers and one universe.
This paper designs an extension of type theory, which intuitively extends type theory by the addition of a generic point of Cantor space, and shows the ...
Aug 15, 2017 · In this paper, we show that Markov's principle is not derivable in dependent type theory with natural numbers and one universe.
The Independence of Markov's Principle in Type Theory - DROPS
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Jun 17, 2016 · In this paper, we show that Markov's principle is not derivable in dependent type theory with natural numbers and one universe. One tentative ...
In this paper, we show that Markov's principle is not derivable in dependent type theory with natural numbers and one universe. One tentative way to prove ...
In algebraic geometry, a point is a generic point for O if its closure is dense in O. Now, the Cantor space and the Baire space are Hausdorff and have no ...
May 23, 2024 · This technique was recently adapted by Pédrot and Tabareau [46] to show the independence of MPB from constructive type theory – a prominent ...