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Carlo Cellucci

Biographic Data

ID461679
NAMECarlo Cellucci
GIVEN NAMESCarlo
FAMILY NAMECellucci
SIGNATURECELLUCCI C
AFFILIATIONSSapienza University of Rome
ORCID0000-0003-0671-0786
VERIFIEDYes
TOTAL WORKS12
TOTAL CITATIONS2
AUTHOR COUNT12
EDITOR COUNT0
FIRST PUBLICATION YEAR1970
LATEST PUBLICATION YEAR2022
H-INDEX1
  • The Theory of Gödel

    Open Access•Carlo Cellucci•BOOK•The Theory of Gödel•2022

  • Theory of Gödel

    Carlo Cellucci•BOOK•Theory of Gödel•2022

  • Rethinking Knowledge

    Open Access•Carlo Cellucci•BOOK•Rethinking Knowledge•2017

  • Naturalizing the Applicability of Mathematics

    Carlo Cellucci•ARTICLE•PARADIGMI•2015

    Per trattare la questione dell’applicabilita della matematica questo articolo distingue tra matematica naturale, cioe matematica innata, e matematica artificiale, cioe matematica come disciplina. Esso sostiene che la matematica naturale e applicabile al mondo perche i sistemi di conoscenze di base su cui si fonda, essendo un risultato dell’evoluzione biologica, sono adatti a certe proprieta matematiche del mondo. Dall’altro lato, la base dell’app…

  • Philosophy of mathematics: Making a fresh start

    Open Access•Carlo Cellucci•ARTICLE•Studies in History and Philosophy…•2013•References: 22

  • Filosofia della matematica top-down e bottom-up

    Carlo Cellucci•ARTICLE•PARADIGMI•2011

    La filosofia della matematica degli ultimi decenni viene comunemente distinta in filosofia della matematica mainstream e filosofia della matematica maverick. Nell'articolo si analizzano i limiti di entrambi questi tipi di filosofia della matematica e si propone in alternativa un approccio bottom-up, secondo cui vi č continuitŕ tra i procedimenti di soluzione di problemi che l'evoluzione ha incorporato negli organismi e i procedimenti con cui si r…

  • Presentazione

    Carlo Cellucci•ARTICLE•PARADIGMI•2011

  • The nature of mathematical explanation

    Open Access•Carlo Cellucci•ARTICLE•Studies in History and Philosophy…•2008•Cited by: 1•References: 8

  • The scope of logic: Deduction, abduction, analogy

    Open Access•Carlo Cellucci•ARTICLE•Theoria•1998

    The present form of mathematical logic originated in the twenties and early thirties from the partial merging of two different traditions, the algebra of logic and the logicist tradition (see [27], [41]). This resulted in a new form of logic in which several features of the two earlier traditions coexist. Clearly neither the algebra of logic nor the logicist’s logic is identical to the present form of mathematical logic, yet some of their basic i…

  • Proof theory and complexity

    Open Access•Carlo Cellucci•ARTICLE•Synthese•1985•Cited by: 1•References: 8

  • On the role of reducibility principles

    Open Access•Carlo Cellucci•ARTICLE•Synthese•1974

  • Skolem's Paradox and Platonism

    Open Access•Carlo Cellucci•ARTICLE•Critica•1970

  • The nature of mathematical explanation

    Open Access•Carlo Cellucci•ARTICLE•Studies in History and Philosophy…•2008•Cited by: 1•References: 8

  • Proof theory and complexity

    Open Access•Carlo Cellucci•ARTICLE•Synthese•1985•Cited by: 1•References: 8

  • Skolem's Paradox and Platonism

    Open Access•Carlo Cellucci•ARTICLE•Critica•1970

  • On the role of reducibility principles

    Open Access•Carlo Cellucci•ARTICLE•Synthese•1974

  • Proof theory and complexity

    Open Access•Carlo Cellucci•ARTICLE•Synthese•1985•Cited by: 1•References: 8

  • The scope of logic: Deduction, abduction, analogy

    Open Access•Carlo Cellucci•ARTICLE•Theoria•1998

    The present form of mathematical logic originated in the twenties and early thirties from the partial merging of two different traditions, the algebra of logic and the logicist tradition (see [27], [41]). This resulted in a new form of logic in which several features of the two earlier traditions coexist. Clearly neither the algebra of logic nor the logicist’s logic is identical to the present form of mathematical logic, yet some of their basic i…

  • The nature of mathematical explanation

    Open Access•Carlo Cellucci•ARTICLE•Studies in History and Philosophy…•2008•Cited by: 1•References: 8

  • Filosofia della matematica top-down e bottom-up

    Carlo Cellucci•ARTICLE•PARADIGMI•2011

    La filosofia della matematica degli ultimi decenni viene comunemente distinta in filosofia della matematica mainstream e filosofia della matematica maverick. Nell'articolo si analizzano i limiti di entrambi questi tipi di filosofia della matematica e si propone in alternativa un approccio bottom-up, secondo cui vi č continuitŕ tra i procedimenti di soluzione di problemi che l'evoluzione ha incorporato negli organismi e i procedimenti con cui si r…

  • Presentazione

    Carlo Cellucci•ARTICLE•PARADIGMI•2011

  • Philosophy of mathematics: Making a fresh start

    Open Access•Carlo Cellucci•ARTICLE•Studies in History and Philosophy…•2013•References: 22

  • Naturalizing the Applicability of Mathematics

    Carlo Cellucci•ARTICLE•PARADIGMI•2015

    Per trattare la questione dell’applicabilita della matematica questo articolo distingue tra matematica naturale, cioe matematica innata, e matematica artificiale, cioe matematica come disciplina. Esso sostiene che la matematica naturale e applicabile al mondo perche i sistemi di conoscenze di base su cui si fonda, essendo un risultato dell’evoluzione biologica, sono adatti a certe proprieta matematiche del mondo. Dall’altro lato, la base dell’app…

  • Rethinking Knowledge

    Open Access•Carlo Cellucci•BOOK•Rethinking Knowledge•2017

  • The Theory of Gödel

    Open Access•Carlo Cellucci•BOOK•The Theory of Gödel•2022

  • Theory of Gödel

    Carlo Cellucci•BOOK•Theory of Gödel•2022

Philosophy (9 works) · Computer Science (7 works) · Epistemology (7 works) · Mathematics (5 works) · Computability, Logic, AI Algorithms (3 works) · History and Theory of Mathematics (3 works) · Medicine (3 works) · Philosophy of science (3 works) · Calculus (dental) (2 works) · Classical Philosophy and Thought (2 works)

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