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  1. Russell's logicist definitions of numbers, 1898–1913: chronology and significance.Francisco Rodríguez Consuegra - 1987 - History and Philosophy of Logic 8 (2):141-169.
    According to the received view, Russell rediscovered about 1900 the logical definition of cardinal number given by Frege in 1884. In the same way, we are told, he stated and developed independently the idea of logicism, using the principle of abstraction as the philosophical ground. Furthermore, the role commonly ascribed in this to Peano was only to invent an appropriate notation to be used as mere instrument. In this paper I hold that the study of Russell's unpublished manuscripts and Peano's (...)
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  • Einstein Vs. Bergson: An Enduring Quarrel on Time.Alessandra Campo & Simone Gozzano (eds.) - 2021 - Boston: De Gruyter.
    This book brings together papers from a conference that took place in the city of L'Aquila, 4–6 April 2019, to commemorate the 10th anniversary of the earthquake that struck on 6 April 2009. Philosophers and scientists from diverse fields of research debated the problem that, on 6 April 1922, divided Einstein and Bergson: the nature of time. For Einstein, scientific time is the only time that matters and the only time we can rely on. Bergson, however, believes that scientific time (...)
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  • Russell’s Second Philosophy of Time (1899–1913).Nikolay Milkov - 2005 - Contributions of the Austrian Ludwig Wittgenstein Society 13:188-190.
    Russell’s second philosophy of time (1899–1913), which will be the subject of this paper, is of special interest for two reasons. (1) It was basic to his New Philosophy, later called the “philosophy of logical atomism”. In fact, this philosophy didn’t initially emerge in the period of 1914– 1919, as many interpreters (e.g. A. J. Ayer) suggest, but with the introduction of Russell’s second philosophy of time (and space). The importance of Russell’s second philosophy of time for his early and (...)
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  • Searching for the Self: Early Phenomenological Accounts of Self-Consciousness from Lotze to Scheler.Guillaume Frechette - 2013 - International Journal of Philosophical Studies 21 (5):1-26.
    Phenomenological accounts of self-consciousness are often said to combine two elements by means of a necessary connection: the primitive and irre- ducible subjective character of experiences and the idealist transcendental constitution of consciousness. In what follows I argue that this connection is not necessary in order for an account of self-consciousness to be phenomenological, as shown by early phenomenological accounts of self- consciousness – particularly in Munich phenomenology. First of all, I show that the account of self-consciousness defended by these (...)
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  • Who's afraid of absolute space?John Earman - 1970 - Australasian Journal of Philosophy 48 (3):287-319.
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  • Practical reason and mathematical argument.John O'Neill - 1998 - Studies in History and Philosophy of Science Part A 29 (2):195-205.
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  • A. N. Whitehead on his mathematical goals: a letter of 1912.Victor Lowe - 1975 - Annals of Science 32 (2):85-101.
    In March 1912 A. N. Whitehead wrote a letter which sheds new and important light on his own view of his mathematical goals. In this article I publish the letter for the first time and relate its contents not only to his mathematical career but also to his scientific, philosophical and educational interests.
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  • The relational doctrines of space and time.Clifford A. Hooker - 1971 - British Journal for the Philosophy of Science 22 (2):97-130.
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