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B chapter.indd - Charles Babbage Institute - University of Minnesota

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Erwin Tomash Library<br />

Bianchini, Giovanni Bianchini, Giovanni<br />

Pagination: pp. [12], 268, [38]<br />

Collation: )( 4 2)( 2 A–2K 4 L 2 2A–2D 4 2E 3<br />

Size: 191x151 mm<br />

Reference: Pogg Vol. I, p. 183<br />

This is a Latin version <strong>of</strong> the work described above.<br />

While the works are similar, containing the same woodcut<br />

diagrams and tables, the examples <strong>of</strong> calculations <strong>of</strong>ten<br />

differ, and the accuracy <strong>of</strong> the tables suffers from the<br />

same problem as in the German version. See comments<br />

in Beyer, Johann Hartmann; Ein newe und schone Art<br />

der Vollkommenen Visier-Kunst, 1603.<br />

Illustrations available:<br />

Title page<br />

B 150<br />

Bianchini, Giovanni (ca.1410–1469)<br />

Tabulae celestium motuum eorumque canones.<br />

Year: 1460–1470<br />

Place: Italy<br />

Edition: manuscript<br />

Language: Latin<br />

Figures: Manuscript tables in red and black<br />

Binding: contemporary vellum over boards<br />

Pagination: ff. [b], [1], [2b], [16], 1–122, [2b], [4], [4b], [1],<br />

[2b]<br />

Size: 294x220 mm<br />

According to Thorndike’s History <strong>of</strong> magic and<br />

experimental science, Bianchini was probably the<br />

fifteenth century’s foremost astronomer. He lived and<br />

worked for many years in the service <strong>of</strong> three successive<br />

D’Este Dukes at Ferrara, where he was in contact with<br />

several <strong>of</strong> the greatest astronomers <strong>of</strong> the century. Georg<br />

Peuerbach (1423–61), the teacher <strong>of</strong> Regiomontanus<br />

(1436–76), lectured in Ferrara in 1450, and Rose states<br />

(Italian Renaissance <strong>of</strong> Mathematics, p. 14)<br />

Regiomontanus himself visited Ferrara in the<br />

1460’s, having perhaps been lured there by the<br />

prospect <strong>of</strong> meeting Bianchini with whom he<br />

initiated a scientific correspondence.<br />

At this time Bianchini would have been in his late<br />

forties or early fifties and as the leading figure <strong>of</strong> the last<br />

generation <strong>of</strong> astronomers would have been an impressive<br />

person to the young Peuerbach and his even younger<br />

student and collaborator, Regiomontanus. At an even<br />

earlier date than that cited by Rose, Regiomontanus<br />

and Peuerbach were both calculating ephemerides from<br />

Bianchini’s tables around 1456. Of their contemporaries<br />

(Regiomontanus’ &. Peuerbach’s), only Bianchini …<br />

possessed a comparable pr<strong>of</strong>iciency and originality.<br />

(DSB Vol. 15, pp. 474–475).<br />

B 150<br />

In this manuscript work, Bianchini set out to reconcile<br />

the Alfonsine tables—for two centuries the standard in<br />

Europe by the time he wrote—with those <strong>of</strong> Ptolemy.<br />

He was a great admirer <strong>of</strong> Ptolemy and critical <strong>of</strong> the<br />

corrupted Ptolemaic and Alfonsine texts then in current<br />

use. Thorndike observes that historically<br />

… many have erred by neglecting, because <strong>of</strong><br />

their difficulty, the Alfonsine Tables for longitude<br />

and the Ptolemaic for finding the latitude <strong>of</strong> the<br />

planets. Accordingly in his Tables Bianchini has<br />

combined the conclusions, roots and movements<br />

<strong>of</strong> the planets by longitude <strong>of</strong> the Alfonsine Tables<br />

with the Ptolemaic for latitude, and with the rules<br />

<strong>of</strong> Ptolemy which Alfonso too had employed.<br />

Bianchini’s Tables must have been useful and perhaps<br />

even popular since they went through three printed<br />

editions. The text was first published in 1495 at Venice.<br />

A second edition was printed in 1526, and another<br />

appeared in Basel in 1553.<br />

The manuscript is roughly divided into two parts: the<br />

first <strong>of</strong> fifteen leaves includes an introduction and the<br />

Canones, which explain how the tables were calculated<br />

and how to use them. The second comprises tables and<br />

occupy the balance <strong>of</strong> the work. Manuscript copies <strong>of</strong><br />

the tables alone are recorded in some European libraries,<br />

but here they appear together with the Canones. Of<br />

additional interest is a letter from the Venetian humanist<br />

and Senator Marco Sanuto (ca.1466–1533) starting on<br />

folio 10v and 11r, running onto the lower margin <strong>of</strong><br />

141

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