Inferential ω-logics make arithmetic categorical in a way that answers philosophical challenges about unique models within Carnapian frameworks without presupposing the arithmetical concepts being secured.
Trench, Trubner and Co Ltdr, London, 1934/37
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Carnapian Frameworks and Categoricity of Arithmetic via Inferential $\omega$-logics
Inferential ω-logics make arithmetic categorical in a way that answers philosophical challenges about unique models within Carnapian frameworks without presupposing the arithmetical concepts being secured.