Iulian D Toader
Dados Biográficos
| ID | 2013042 |
|---|---|
| NOME | Iulian D Toader |
| PRENOMES | Iulian D |
| SOBRENOME | Toader |
| ASSINATURA | TOADER I D |
| AFILIAÇÕES | University of Vienna |
| ORCID | 0000-0001-9843-2618 |
| VERIFICADO | Sim |
| TOTAL DE OBRAS | 6 |
| TOTAL DE CITAÇÕES | 2 |
| TOTAL COMO AUTOR | 6 |
| TOTAL COMO EDITOR | 0 |
| PRIMEIRO ANO DE PUBLICAÇÃO | 2004 |
| ANO MAIS RECENTE DE PUBLICAÇÃO | 2025 |
| ÍNDICE H | 1 |
An Alleged Tension Between non-Classical Logics and Applied Classical Mathematics
Timothy Williamson has recently argued that the applicability of classical mathematics in the natural and social sciences raises a problem for the endorsement, in non-mathematical domains, of a wide range of non-classical logics. We first reconstruct his argument and present its restriction to the case of quantum logic (QL). Then we show that there is no problematic tension between the applicability of classical mathematical models to quantum phe…
Is Bohr's correspondence principle just Hankel's principle of permanence
No, but the paper argues that Bohr understood his correspondence principle, or at least an aspect of that principle expressed by the notion of rational generalization, as grounded in Hankel's principle of permanence, adapted to new historical and theoretical contexts. This is shown to illuminate some otherwise obscure aspects of Bohr's approach to quantum theory, as well as a seemingly strange criticism against this approach, due to Feyerabend an…
Varieties of Humeanism
“Above the Slough of Despond”
Objectivity and understanding
A Diagrammatic Reconstruction of Carnap's Quasianalysis
An Alleged Tension Between non-Classical Logics and Applied Classical Mathematics
Timothy Williamson has recently argued that the applicability of classical mathematics in the natural and social sciences raises a problem for the endorsement, in non-mathematical domains, of a wide range of non-classical logics. We first reconstruct his argument and present its restriction to the case of quantum logic (QL). Then we show that there is no problematic tension between the applicability of classical mathematical models to quantum phe…
A Diagrammatic Reconstruction of Carnap's Quasianalysis
A Diagrammatic Reconstruction of Carnap's Quasianalysis
Objectivity and understanding
“Above the Slough of Despond”
Varieties of Humeanism
Is Bohr's correspondence principle just Hankel's principle of permanence
No, but the paper argues that Bohr understood his correspondence principle, or at least an aspect of that principle expressed by the notion of rational generalization, as grounded in Hankel's principle of permanence, adapted to new historical and theoretical contexts. This is shown to illuminate some otherwise obscure aspects of Bohr's approach to quantum theory, as well as a seemingly strange criticism against this approach, due to Feyerabend an…
An Alleged Tension Between non-Classical Logics and Applied Classical Mathematics
Timothy Williamson has recently argued that the applicability of classical mathematics in the natural and social sciences raises a problem for the endorsement, in non-mathematical domains, of a wide range of non-classical logics. We first reconstruct his argument and present its restriction to the case of quantum logic (QL). Then we show that there is no problematic tension between the applicability of classical mathematical models to quantum phe…
Philosophy (6 obras) · Epistemology (5 obras) · Mathematics (5 obras) · Philosophy and History of Science (5 obras) · Philosophy and Theoretical Science (4 obras) · Metaphysics (3 obras) · Philosophy of language (3 obras) · Philosophy of science (3 obras) · Philosophy, Science, and History (3 obras) · Physics (3 obras)