Of the Just Shaping of Letters: From the Applied Geometry of Albrecht Durer Book III - Couverture souple

Durer, Albrecht

 
9780486213064: Of the Just Shaping of Letters: From the Applied Geometry of Albrecht Durer Book III

Synopsis

Recueil pour Livres publié sous la référence DOV213064 par Dover Publications.

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Biographie de l'auteur

Albrecht Dürer (German: 21 May 1471 – 6 April 1528) was a German painter, engraver, printmaker, mathematician, and theorist from Nuremberg. His high-quality woodcuts (nowadays often called Meisterstiche or "master prints") established his reputation and influence across Europe when he was still in his twenties, and he has been conventionally regarded as the greatest artist of the Northern Renaissance ever since. His vast body of work includes altarpieces and religious works, numerous portraits and self-portraits, and copper engravings. The woodcuts, such as the Apocalypse series (1498), retain a more Gothic flavour than the rest of his work. His well-known prints include the Knight, Death, and the Devil (1513), Saint Jerome in his Study (1514) and Melencolia I (1514), which has been the subject of extensive analysis and interpretation. His watercolours also mark him as one of the first European landscape artists, while his ambitious woodcuts revolutionized the potential of that medium. Dürer's introduction of classical motifs into Northern art, through his knowledge of Italian artists and German humanists, has secured his reputation as one of the most important figures of the Northern Renaissance. This is reinforced by his theoretical treatises, which involve principles of mathematics, perspective and ideal proportions.

Présentation de l'éditeur

"[...] Next, draw strips narrower and horizontal (to be produced hereafter into the convex limbs) from the vertical band to meet the vertical line i. k.—namely, at top, below the line a. b.; next, above the line e. f.; and at bottom, above the line c. d. Now set a leg of the compass on the point l. and describe a semicircle to the right of the transverse strips, so that the extremities of the circumference, in the vertical line i. k., below the side a. b., and above the line e. f. may coincide with those short transverse lines. Then bisect the narrow transverse strip which is above the line e. f. in the line i. k. by the point m.; and indicate the breadth of the letter, to the right of the semicircle, by the point n. in the line g. h.; and afterwards draw from the point m. above the line e. f. in the direction of f. a short horizontal line as great as need be: then describe a semicircle which shall include this line, and the point n., and, at the top, the side a. b.; and through n. let pass a vertical line. These all combine to form, below, the concave of the curved[...]".

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