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The Existence of Axioms is an Axiom
We introduce the axiom of the existence of axioms and discuss its implications for logical systems and beyond.openaire +1 more source
Lippmann’s axiom and Lebesgue’s axiom are equivalent to the Lotschnittaxiom
Beiträge zur Algebra und Geometrie / Contributions to Algebra and Geometry, 2019The authors state several axioms such as Lippmann's axiom (1906): ``for any circle there exists a triangle circumscribing it'' or Bachmann's Lotschnittaxiom (1964): ``every quadrilateral with three right angles closes''. They provide detailed proofs for the equivalence of all of the listed axioms over Hilbert's plane absolute geometry \(\mathcal{A ...
Victor Pambuccian, Celia Schacht
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1977
Before reading this chapter, the reader should go back and reread Sections 2.2 and 2.3 of Chapter 2, where we developed the concept of the set-theoretic hierarchy, 〉Vα ∣ α ∈ On〉.
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Before reading this chapter, the reader should go back and reread Sections 2.2 and 2.3 of Chapter 2, where we developed the concept of the set-theoretic hierarchy, 〉Vα ∣ α ∈ On〉.
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Independent set axioms, base axioms and circuit axioms of\\ supermatroids
SCIENTIA SINICA Mathematica, 2016Dunstan et al. first proposed the concept of supermatroids in 1972 by generalizing the underlying sets of matroids from finite sets to finite posets. Barnabei et al. introduced another matroidal structure on posets, i.e., poset matroids. By the one-to-one correspondence between finite distributive lattices and finite posets, poset matroids are just ...
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Orthogonal sets: The axiom of choice and proof of a fixed point theorem
, 2016H. Baghani +2 more
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Efficient Axiom Pinpointing with EL2MCS
Deutsche Jahrestagung für Künstliche Intelligenz, 2015M. F. Arif +2 more
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Belief in a Zero-Sum Game as a Social Axiom
, 2015Joanna Różycka-Tran +2 more
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Woodin's axiom (*), bounded forcing axioms, and precipitous ideals on ω 1
Journal of Symbolic Logic (JSL), 2012B. Claverie, R. Schindler
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