This essay is a study of a Renaissance Italian manuscript which has been published under the title Arte Giamata Aresmetica (‘The Art Called Arithmetic’).
An international group of historians of Indian mathematics challenges Oxford’s findings around the age and importance of a manuscript thought to contain the oldest known zero.
When did the mathematical zero begin being used? New research revealed this week by the University of Oxford’s Bodleian Libraries shows that a manuscript from India bearing the symbol was written in the 3rd or 4th century, making it the world’s oldest recorded origin of the zero that we use today.
From Leonardo da Vinci to the Brothers Grimm our fascination with hair has endured in art and science.
A man had to take a wolf, a goat and a bunch of cabbages across a river. The only boat he could find could only take two of them at a time. But he had been ordered to transfer all of these to the other side in good condition. How could this be done.
Most history books gloss over the introduction of numbers, but a recent article explains that ‘the uptake of the new numerals was slow, problematic, and spasmodic’
Today I would like to talk about the places mathematics and mathematical pedagogy in particular appear in the Latin writing of the medieval world.
Here are 15 ways that medieval studies and STEM are working together.
This paper addresses the question: which board games could Gerbert have played? There are also astronomical games.
A messenger is sent to a town and advances daily by twenty miles. In how many days will another messenger, sent five days later and advancing daily by thirty miles, overtake him?
The purpose of my talk today is to explore why and how astrology became an accepted tool for apocalyptic calculation in the later Middle Ages.
A medieval design based in Sacred Geometry principles, this unicursal path through concentric circles is a metaphorical container for spiritualjourneying.
Focuses on the medieval manuscripts of Bodleian Library, Sussex College, Gonville and Caius College that present mathematical games. How the Josephus Problem was presented in Bodleian Library manuscript; Explanation on symbols in Sussex College manuscript which describe the Josephus Problem; Errors of presenting the problem founded in the manuscript of Gonville and Caius College.
This thesis assesses the extent to which fourteenth-century Middle English poets were interested in, and influenced by, traditions of thinking about logic and mathematics.
Mathematics and art history, two seemingly separate fields, ultimately relate to and complement one another through the medium of architecture.
This was a fantastic paper given at the Crown and Country in Late medieval England session at KZOO. There were only two papers but both were interesting and enjoyable. This paper delved into the history of science in late medieval England and examined why the fourteenth century, a time that is usually synonymous with doom and gloom, plague and uprising, wasn’t all that bad upon closer observation.
This article seeks to provide a general overview of the cultural landscape during the reign of James I, with a particular focus on science.
Propelled by an active engagement with measurements, the medieval communes devised a revolutionary method to preserve these measurements, which I call Pietre di Paragone.
Oxford’s medieval philosophers deserve greater recognition, says Mark Thakkar
Whatever the reason, nobody seems to have taken an interest in the treatise before Warren Van Egmond inspected it in the mid-seventies during the preparation of his global survey of Italian Renaissance manuscripts concerned with practical mathematics.
From the point of view of mathematics education, the Dark Ages are even ‘darker’ than other aspects of literate culture.
Many presume that the inventor of Rithmomachia is Boethius or perhaps even Pythagoras. The oldest piece of written evidence dating back to 1030, however, depicts the original creator to be a monk named Asilo.
In spite of this dearth of scholarly publications on Bradwardine, he deserves serious consideration. From a church historical perspective, he represents a resurgence of a relatively pure Augustinianism in the late Middle Ages.
A man had to transport to the far side of a river a wolf, a goat, and a bundle of cabbages. The only boat he could ﬁnd was one which would carry only two of them. For that reason he sought a plan which would enable them all to get to the far side unhurt. Let him, who is able, say how it could be possible to transport them safely?
Lyric poetry of the Middle Ages may seem far removed from subgroups of the symmetric group or primitive roots of finite fields. However, one piece of medieval poetry has led to work in these mathematical disciplines, namely a sestina written in the Romance language of Old Occitan by a troubadour named Arnaut Daniel