Jul 18, 2018 · Since we use Friedman's adjacent Ramsey theorem for fixed dimensions in the upper bound, we also give a treatment of the reverse mathematical ...
Oct 4, 2016 · Title:Reverse mathematics of the finite downwards closed subsets of \mathbb{N}^k ordered by inclusion and adjacent Ramsey for fixed dimension.
Oct 4, 2017 · Since we use. Friedman's adjacent Ramsey theorem for fixed dimensions in the upper bound, we also give a treatment of the reverse mathematical ...
Since Friedman's adjacent Ramsey theorem for fixed dimensions in the upper bound is used, this work gives a treatment of the reverse mathematical status of ...
We show that the well partial orderedness of the finite downwards closed subsets of Nk, ordered by inclusion, is equivalent to the well foundedness of the ...
We show that the well-partial orderedness of the finite downwards closed subsets of $\mathbb{N}^k$ ,ordered by inclusion, is equivalent to the ...
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Reverse mathematics of the finite downwards closed subsets of ordered by inclusion and adjacent Ramsey for fixed dimension. Published in. Mathematical Logic ...
Florian Pelupessy: Reverse mathematics of the finite downwards closed subsets of ordered by inclusion and adjacent Ramsey for fixed dimension. 178-182.
Reverse mathematics of the finite downwards closed subsets of ordered by inclusion and adjacent Ramsey for fixed dimension.Florian Pelupessy - 2018 ...
Reverse mathematics of the finite downwards closed subsets of N k ordered by inclusion and adjacent Ramsey for fixed dimension, Mathematical Logic Quarterly 64 ...