May 12, 2023 · Abstract:We investigate some Weihrauch problems between \mathsf{ATR}_2 and \mathsf{C}_{\omega^\omega} . We show that the fixed point theorem ...
Jun 19, 2024 · In this paper, we investigate the structure of Weihrauch degrees above Arithmetical Transfinite Recursion by comparison with reverse mathematics.
Jun 8, 2024 · In this paper, we investigate the structure of Weihrauch degrees above Arithmetical Trans- finite Recursion by comparison with reverse ...
Abstract. We investigate some Weihrauch problems between $\mathsf{ATR}_2$ and $\mathsf{C}_{\omega^\omega}$ . We show that the fixed point theorem for ...
Weak and strong versions of Effective Transfinite Recursion.Patrick Uftring - 2023 ; Riesz representation theorem, Borel measures and subsystems of second-order ...
If one see this proof carefully, one can find that HJ(X) computes a coded β-model M containing X which has a computable realizer for ∃XΠ 0 2 sentences.
We investigate some Weihrauch problems between \mathsf{ATR}_2 and \mathsf{C}_{\omega^\omega} . We show that the fixed point theorem for monotone operators ...
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Searching problems above arithmetical transfinite recursion ; Authors. Yusuke Suzuki,Keita Yokoyama ; Journal. arXiv (Cornell University) ; Published. May 12, 2023.
May 20, 2023 · Y. Suzuki and K. Yokoyama. Searching problems above arithmetical transfinite recursion. arXiv preprint, arXiv:2305.07321 (2023). 27 / 27.
May 12, 2023 · Searching problems above arithmetical transfinite recursion ... We investigate some Weihrauch problems between \mathsf{ATR}_2 and \mathsf{C}_{\ ...