Philosophical Dimensions of Logic and Science: Selected Contributed Papers from the 11th International Congress of Logic, Methodology, and Philosophy of Science, Kraków, 1999Artur Rojszczak, Jacek Cachro, Gabriel Kurczewski Springer Science & Business Media, 17 apr. 2013 - 396 pagini Philosophical Dimensions of Logic and Science is a collection of outstanding contributed papers presented at the 11th International Congress of Logic, Methodology, and Philosophy of Science held in Kraków in 1999. The Congress was a follow-up to the series of meetings, initiated once by Alfred Tarski, which aimed to provide an interdisciplinary forum for scientists, philosophers and logicians. The articles selected for publication in the book comply with that idea and innovatively address current issues in logic, metamathematics, philosophy of language, philosophy of science, and cognitive science, as well as philosophical problems of biology, chemistry and physics. The volume will be of interest to philosophers, logicians and scientists interested in foundational problems of their disciplines. |
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Pagina 5
... element 1 and the least 0, 2 (M, , 1) is a commutative monoid, 3 for ac, ye M, a y < 2 if and only if a. 3 y → z. The third condition in the above is called the law of residuation. In the following, we consider only residuated lattices ...
... element 1 and the least 0, 2 (M, , 1) is a commutative monoid, 3 for ac, ye M, a y < 2 if and only if a. 3 y → z. The third condition in the above is called the law of residuation. In the following, we consider only residuated lattices ...
Pagina 6
... element a (< 1) such that for any a 3 1 there easists a positive integer m for which ac" < a holds. By using the above lemma, we have the following (the proof is given in Ono, 1999): Proposition 4. In any subdirectly irreducible ...
... element a (< 1) such that for any a 3 1 there easists a positive integer m for which ac" < a holds. By using the above lemma, we have the following (the proof is given in Ono, 1999): Proposition 4. In any subdirectly irreducible ...
Pagina 7
... element a in a residuated lattice M is a coatom if it is maximal among elements in M – {1}. Though a s.j. residuated lattice doesn't have always coatoms, the following holds (see Ono, 1999 for the proof): Proposition 7. If a s.l. ...
... element a in a residuated lattice M is a coatom if it is maximal among elements in M – {1}. Though a s.j. residuated lattice doesn't have always coatoms, the following holds (see Ono, 1999 for the proof): Proposition 7. If a s.l. ...
Pagina 9
... element in N\{0, 1}. Then, b - a, and also co b → a since ~ b = 1 implies b = 0. Thus, b U → b → a 1. Hence, L(N) C Cl. As L(M) is almost maximal, L(N) must be equal to L(M). [] 4. ALMOST MAXIMAL LOGICS OVER SOME EXTENSIONS OF FLew ...
... element in N\{0, 1}. Then, b - a, and also co b → a since ~ b = 1 implies b = 0. Thus, b U → b → a 1. Hence, L(N) C Cl. As L(M) is almost maximal, L(N) must be equal to L(M). [] 4. ALMOST MAXIMAL LOGICS OVER SOME EXTENSIONS OF FLew ...
Pagina 16
... element. The kary concatenation + works as a concatenation of words over an alphabet with k characters. Other symbols have their intended meaning similar to those in Peano Arithmetic. In what follows we assume similar notational ...
... element. The kary concatenation + works as a concatenation of words over an alphabet with k characters. Other symbols have their intended meaning similar to those in Peano Arithmetic. In what follows we assume similar notational ...
Cuprins
15 | |
29 | |
ON XENDEFINABILITY IN ARITHMETIC 47 | 46 |
6 | 62 |
ON THE PERSISTENT DIFFICULTY OF DIS JUNCTION | 77 |
Science | 92 |
9 | 106 |
11 | 123 |
15 | 195 |
CARTWRIGHTS MODELS ARE NOT ADEQUATE FOR EPR 213 | 212 |
17 | 233 |
19 | 267 |
21 | 288 |
23 | 316 |
EVALUATION AND TESTING IN CREATIVITY | 331 |
25 | 345 |
Alte ediții - Afișează-le pe toate
Philosophical Dimensions of Logic and Science: Selected Contributed Papers ... Artur Rojszczak,Jacek Cachro,Gabriel Kurczewski Previzualizare limitată - 2003 |
Philosophical Dimensions of Logic and Science: Selected Contributed Papers ... Artur Rojszczak,Jacek Cachro,Gabriel Kurczewski Nu există previzualizare disponibilă - 2014 |
Philosophical Dimensions of Logic and Science: Selected Contributed Papers ... Artur Rojszczak,Jacek Cachro,Gabriel Kurczewski Nu există previzualizare disponibilă - 2010 |
Termeni și expresii frecvente
adversary Ajdukiewicz anti-realism anti-realist argument arithmetic B-equal Bandyopadhayay behaviour Cachro and G Cambridge causal claim co-NP common cause concept consider construction context convergence decision maker defined definition deflationary denote Dimensions of Logic discovery method Dummett editors elements empirical entropy Epimenides equation exists expression fact finite models formula genes given Hamiltonian Heyting algebra hypothesis intensional intensional logic interpretation of quantum intuitionistic intuitionistic logic Kluwer Academic Publishers knowledge Kurczewski eds language Lemma linear logic logics over FLew maximal logic means metaphor modal interpretations modal logic Mostowski natural number no-boundary proposal notion objects parameters particles phenotypic Philosophy of Science physical polynomial possible worlds posterior probability predicate principle problem properties quantifiers quantum mechanics realist relation representations residuated lattice result Rojszczak rules satisfied scientific semantic sentence sequence structure subset Theorem theory thesis tion transcendental true truth variables wave function Wheeler-DeWitt equation