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  1. Existence and Predication from Aristotle to Frege.Risto Vilkko & Jaakko Hintikka - 2007 - Philosophy and Phenomenological Research 73 (2):359-377.
    One of the characteristic features of contemporary logic is that it incorporates the Frege‐Russell thesis according to which verbs for being are multiply ambiguous. This thesis was not accepted before the nineteenth century. In Aristotle existence could not serve alone as a predicate term. However, it could be a part of the force of the predicate term, depending on the context. For Kant existence could not even be a part of the force of the predicate term. Hence, after Kant, existence (...)
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  • Analysis versus laws boole’s explanatory psychologism versus his explanatory anti-psychologism.Nicla Vassallo - 1997 - History and Philosophy of Logic 18 (3):151-163.
    This paper discusses George Boole’s two distinct approaches to the explanatory relationship between logical and psychological theory. It is argued that, whereas in his first book he attributes a substantive role to psychology in the foundation of logical theory, in his second work he abandons that position in favour of a linguistically conceived foundation. The early Boole espoused a type of psychologism and later came to adopt a type of anti-psychologism. To appreciate this invites a far-reaching reassessment of his philosophy (...)
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  • An Athenaeum Curiosity: De Morgan's Reviews of Boole and Jevons.V. Sánchez Valencia - 2001 - History and Philosophy of Logic 22 (2):75-79.
    In this note we reproduce the book reviews that De Morgan wrote on Boole's and Jevons's first logical works. The most notable property of these documents is the mere fact of their existence and the absence of any reference to them in the specialized literature.
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  • A brief history of the notation of Boole's algebra.Michael Schroeder - 1997 - Nordic Journal of Philosophical Logic 2 (1):41-62.
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  • Thomas solly (1816–1875):an unknown pioneer of the mathematization of logic in england, 1839.M. Pabteki - 1993 - History and Philosophy of Logic 14 (2):133-169.
    (1993). Thomas solly (1816–1875):an unknown pioneer of the mathematization of logic in england, 1839. History and Philosophy of Logic: Vol. 14, No. 2, pp. 133-169.
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