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On Boole's algebraic logic after the mathematical analysis of logic

Ivor Grattan-Guinness

pp. 213-216

Résumé

Boole did not fundamentally change the lines of his research after publishing The Mathematical Analysis of Logic (Boole 1847; hereafter "MAL"). His logic was still mathematics applied to logic; consequences were to be drawn from premises rendered in algebraic form by means of expansion theorems which in effect solved class equations; logical expressions might (not) be interpretable; the role of signs remained prominent; language was still focused upon nouns and adjectives, although its role in general was still emphasised; classes were analysed in terms of part and whole; disjunction was defined only for disjoint classes; and so on.

Détails de la publication

Publié dans:

Gasser James (2000) A Boole anthology: recent and classical studies in the logic of George Boole. Dordrecht, Springer.

Pages: 213-216

DOI: 10.1007/978-94-015-9385-4_11

Citation complète:

Grattan-Guinness Ivor, 2000, On Boole's algebraic logic after the mathematical analysis of logic. In J. Gasser (ed.) A Boole anthology (213-216). Dordrecht, Springer.