Description Contents: Houser, Nathan: Introduction: Peirce as logician. Grattan-Guinness, Ivor: Peirce between logic and mathematics. Shields, Paul: Peirce's axiomatization of arithmetic. Dipert, Randall R.: Peirce's philosophical conception of sets. Kerr-Lawson, Angus: Peirce's pre-logistic account of mathematics. Levy, Stephen H.: Peirce's theoremic/corollarial distinction and the interconnections between mathematics and logic. Hawkins, Benjamin S., Jr.: Peirce and Russell: The history of a neglected “controversy”. Van Evra, James: Logic and mathematics in Charles Sanders Peirce's “Description of a notation for the logic of relatives”. Merrill, Daniel D.: Relations and quantification in Peirce's logic, 1870-1885. Brady, Geraldine: From the algebra of relations to the logic of quantifiers. Iliff, Alan J.: The role of the matrix representation in Peirce's development of the quantifiers. Burch, Robert W.: Peirce on the application of relations to relations. Burch, Robert W.: Peirce's reduction thesis. Brunning, Jacqueline: Genuine triads and teridentity. Hiz, Henry: Peirce's influence on logic in Poland. Anellis, Irving H.: Tarski's development of Peirce's logic of relations. Clark, Glenn: New light on Peirce's iconic notation for the sixteen binary connectives. Zellweger, Shea: Untapped potential in Peirce's iconic notation for the sixteen binary connectives. Roberts, Don D.: A decision method for existential graphs. Zeman, Jay: Peirce and Philo. Sowa, John F.: Matching logical structure to linguistic structure. Kent, Beverley: The interconnectedness of Peirce's diagrammatic thought. Crombie, E. James: What is deduction? Kapitan, Tomis: Peirce and the structure of abductive inference. Burks, Arthur W.: Logic, learning, and creativity in evolution. Maróstica, Ana H.: A nonmonotonic approach to Tychist logic. Brock, Jarrett: The development of Peirce's theories of proper names. DiLeo, Jeffrey R.: Charles Peirce's theory of proper names.
Review Walsh, A. (1998) Review of "Studies in the logic of Charles Sanders Peirce". History and Philosophy of Logic (pp. 107-14).
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Peirce and the Threat of Nominalism
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Que signifie: Voir rouge? La sensation et la couleur selon Peirce
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