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Studia Logica, 1985
Self-referential sentences have played a key role in \textit{A. Tarski'}s proof [Stud. Philos. 1, 261-405 (1935; Zbl 0013.28903)] of the non- definability of arithmetic truth within arithmetic and \textit{K. Gödel}'s proof [Monatsh. Math. Phys. 38, 173-198 (1931; Zbl 0002.00101)] of the incompleteness of Peano Arithmetic.
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Self-referential sentences have played a key role in \textit{A. Tarski'}s proof [Stud. Philos. 1, 261-405 (1935; Zbl 0013.28903)] of the non- definability of arithmetic truth within arithmetic and \textit{K. Gödel}'s proof [Monatsh. Math. Phys. 38, 173-198 (1931; Zbl 0002.00101)] of the incompleteness of Peano Arithmetic.
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1987
Elsewhere [1] I have argued that the concept of self-reference has important applications in philosophy. These applications are a reason for trying to handle the concept as rigorously and formalistically as possible. In this connection, I have constructed asystem of logic CΓ [3] which can be shown to be consistent if the rule for ‘η’ is omitted, and ...
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Elsewhere [1] I have argued that the concept of self-reference has important applications in philosophy. These applications are a reason for trying to handle the concept as rigorously and formalistically as possible. In this connection, I have constructed asystem of logic CΓ [3] which can be shown to be consistent if the rule for ‘η’ is omitted, and ...
openaire +1 more source
Associations and dissociations between default and self-reference networks in the human brain
NeuroImage, 2011Susan Whitfield-Gabrieli, Rebecca Saxe
exaly
A Spontaneous Self-Reference Effect in Memory
Psychological Science, 2010Selin Kesebir, Shigehiro Oishi
exaly