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https://aylinmalcolm.com/astro/files/original/927c27eb9f763d94e3a1e9ba81cc5167.jpeg
2379a0ebd1118cbe44be479dedb0ca94
Dublin Core
The Dublin Core metadata element set is common to all Omeka records, including items, files, and collections. For more information see, http://dublincore.org/documents/dces/.
Title
A name given to the resource
Treatises on the Astrolabe
Manuscript
Call Number
This is the unique identifier used to refer to a manuscript at the institution where it is housed.
UPenn LJS 194
Video Orientation
<a href="https://youtu.be/03hoIef6ayg">LJS 194 Video Orientation</a>
Full Digitization
<a href="http://hdl.library.upenn.edu/1017/d/medren/9948120243503681">LJS 194 on Penn in Hand</a>
Pages Displayed
54v-55r
Author(s)
Pope Sylvester II (aka Gerbert of Aurillac, c. 945-1003)
Place of Origin
Bavaria (probably modern northern Austria)
Language(s)
Latin
Materials
Parchment
Number of Leaves
56
Dimensions
144 x 106 mm
Binding
18th-century blind-stamped calf
Provenance (Ownership History)
M. Haimmiller; Hieronymus Wilhelm Ebner von Eschenbach; John Bohn; Sir Thomas Phillipps; Harrison D. Horblit; John D. Stanitz; Lawrence J. Schoenberg
Further Reading
<span>Crofton Black, ed., </span><em>Transformation of Knowledge: Early Manuscripts from the Collection of Lawrence J. Schoenber</em><span>g (London: Paul Holberton, 2006), 36.</span>
Date
Circa 1125-1175
Description
<p>This collection of mathematical texts was copied by two twelfth-century scribes and annotated by readers in the twelfth century and the fifteenth (or early sixteenth). It includes sections from Pope Sylvester’s <em>Isagoge geometriae</em>, his letter to Adelbold of Utrecht (c. 970-1026) on the area of equilateral triangles with Adelbold’s response, and a short text of less certain authorship on the construction of the planispheric astrolabe (composed of overlaid full discs, as opposed to the <a href="http://aylinmalcolm.com/astro/items/show/5">quadrant</a>), on display here.</p>
The work on the astrolabe exemplifies both the early history of this device in Western Europe and the complementary nature of the seven liberal arts, being placed among texts on geometry. Sylvester was a prominent mathematician before becoming the first French Pope in 999, having studied the trivium at the monastery of St. Gerald in Aurillac and the quadrivium in Spain. Regardless of whether he wrote this particular treatise, he is known to have lectured on the use of the astrolabe, and is likely the first person to have brought this knowledge into Christian Europe. In these regards he resembles the literary figure Geoffrey Chaucer, who also traveled extensively and cultivated an interest in astronomical methods.
Dublin Core
The Dublin Core metadata element set is common to all Omeka records, including items, files, and collections. For more information see, http://dublincore.org/documents/dces/.
Title
A name given to the resource
De Geometria and other texts
Description
An account of the resource
<p>This collection of mathematical texts was copied by two twelfth-century scribes and annotated by readers in the twelfth century and the fifteenth (or early sixteenth). It includes sections from Pope Sylvester’s <em>Isagoge geometriae</em>, his letter to Adelbold of Utrecht (c. 970-1026) on the area of equilateral triangles with Adelbold’s response, and a short text of less certain authorship on the construction of the planispheric astrolabe (composed of overlaid full discs, as opposed to the <a href="http://aylinmalcolm.com/astro/items/show/5">quadrant</a>), on display here.</p>
The work on the astrolabe exemplifies both the early history of this device in Western Europe and the complementary nature of the seven liberal arts, being placed among texts on geometry. Sylvester was a prominent mathematician before becoming the first French Pope in 999, having studied the trivium at the monastery of St. Gerald in Aurillac and the quadrivium in Spain. Regardless of whether he wrote this particular treatise, he is known to have lectured on the use of the astrolabe, and is likely the first person to have brought this knowledge into Christian Europe. In these regards he resembles the literary figure Geoffrey Chaucer, who also traveled extensively and cultivated an interest in astronomical methods.
Date
A point or period of time associated with an event in the lifecycle of the resource
Circa 1125-1175
Geometry