Abstract: In this paper the author proposes non-Archimedean multiple-validity and construct the logical language with the related semantics.
In this paper the author proposes non-Archimedean multiple-validity and construct the logical language with the related semantics.
In this paper the author proposes non-Archimedean multiple-validity and construct the logical language with the related semantics.
v is said to be a non-Archimedean valuation and K is said to be a non-Archimedean valued field. For example, for K=Q, if x in Q^*, x can be decomposed as x=p^
Missing: Sequent | Show results with:Sequent
Dec 6, 2021 · So suppose k is a field and |.| is a non-Archimedean valuation. In other words, it satisfies the following conditions: |x|≥0 and |x|=0⟺x=0 ...
Missing: Sequent Logic.
We will almost always consider non-archimedean fields K that are complete, that is, for which all |·|-Cauchy sequences in K converge in K.
Missing: Sequent Logic.
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