The conclusio pulchra, mirabilis et bona: an ingenious demonstration attributable to Nicole Oresme
Abstract
Hardly any other concept has occupied the minds of philosophers and scientists as much as the concept of infinity. Late medieval philosophy is not an exception. Especially within the context of the so-called calculatores tradition a new approach emerged which prioritised the analysis of physical, mathematical, and logical problems over the determination of the essence of infinity and its definition. From the fourteenth century onward, it was not unusual in this context to discuss in detail some special cases of motion which included an augmentation in infinitum of the “degrees of velocity”.
This paper focuses on a particular case, the “conclusio mirabilis”, a demonstration to which Oresme could have self-referred in this treatise De configurationibus as a “more subtle and more difficult” proof. Whereas this short text has until now been analysed according to only one manuscript, the present contribution involves a research regarding a text conglomerate made up of at least seven manuscripts which are somehow mutually connected. It is argued that an attribution of this demonstration to Oresme is, with due caution, possible, even if further research is still needed to determine the original shape of the text. In addition, this paper includes a short reference to two later important authors, Biagio Pelacani da Parma und Jacques Almain, whose reception of the conclusio mirabilis remained unnoticed in the scholarship until now.
Keywords: Medieval science; Physics; Mathematics; Arithmetic; Geometry; Logic; Demonstration; Proof; Consequences; Infinite series; Infinity; Continuity; Motion; Velocity; Acceleration; Intensification of forms; Latitude; Uniformity/difformity; Sophismata.
Ancient and medieval authors: Walter Burley; Thomas Bradwardine; Richard Swineshead; William Heytesbury; Richard Kilvington; John Bode; Nicole Oresme; Biagio Pelacani da Parma; Jacques Almain; John Maior.
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