User:Jacobolus/Instruments

Sources about mathematical instruments:

General:


 * Bion & Stone (1723) The Construction and Principal Uses of Mathematical Instruments
 * Watts (1728) The knowledge of the heavens and the earth made easy: or, the first principles of astronomy and geography (2nd)
 * Robertson (1757) A treatise of such mathematical instruments as are usually put into a portable case
 * Adams (1807) Geometrical and graphical essays (2nd)
 * Phillips (1831) A Case of Instruments (2nd)
 * Simms (1844) The Principal Mathematical Instruments (5th)
 * Mahan (1855) Industrial Drawing (2nd)
 * Heather (1856) Mathematical Instruments (3rd)
 * Worthen, ed. (1866) Appleton's cyclopædia of drawing
 * Armengaud & al. (1866) The practical draughtsman's book ...
 * Stanley (1878) Mathematical Drawing Instruments (5th)
 * Hulme (1882) Mathematical drawing instruments and how to use them (2nd)
 * Warren (1882) Drafting Instruments and Operations (2nd)
 * MacCord (1888) Practical hints for draughtsmen
 * Rose (1889) Mechanical drawing self-taught
 * Alteneder (1889) Points about drawing instruments
 * Decker (1892) A Manual of Industrial Drawing for Carpenters
 * Wilson (1897) Practical engineering drawing
 * Hasluck (1901) Practical draughtsmen's work
 * French (1911) A manual of engineering drawing
 * Kenison (1917) Mechanical Drawing
 * Reid (1919) Mechanical Drawing
 * Giesecke, Mitchell, & Spence (1940) Technical Drawing (2nd)
 * Luzadder (1952) Fundamentals of Engineering Drawing
 * Zozzora (1953) Engineering Drawing
 * Robinson (1960) Elements of Cartography
 * Luzadder (1952) Fundamentals of Engineering Drawing
 * Zozzora (1953) Engineering Drawing
 * Robinson (1960) Elements of Cartography


 * Inventions of Leonardo da Vinci, p. 100 https://archive.org/details/inventionsofleon00coop/page/100

Catalogs:
 * McAllister: 1855, 1878, 1890
 * Negretti & Zambra: 1859, 1887
 * Queen: 1868
 * Reiss: 1886
 * Woolman: 1889
 * Alteneder: 1892
 * Abbott: 1896
 * Boden: 1897
 * Richter: 1897 1927
 * Nurse: 1902
 * Wichmann: 1904
 * Kolesch: 1907, 1917
 * Dietzgen: 1907
 * Stanley: 1908, 1931
 * Bruno Appelt: 1910
 * Watts: 1910
 * Casella: 1911
 * Hertel: 1911
 * Buck: 1912
 * Reifler: 1912, 1955
 * Steidtmann & Roitzsch: 1913 No. 1, 1913 No. 2
 * Ahrend: 1915
 * Defiance: 1916
 * Schoenner: 1923
 * Soellner: 1924
 * Lotter: 1925
 * Keuffel & Esser: 1925, 1936, 1949
 * Steward: 1928
 * Bruning: 1930
 * Kern: 1930
 * Secretan: 1932
 * Proebster: 1953

K&E magazine, The Compass
 * 1891, https://archive.org/details/thecompassvol1/page/n177/mode/2up
 * 1892, https://archive.org/details/thecompassvol2
 * 1893, https://archive.org/details/thecompassvol3

Images:
 * File:Taqi al din.jpg
 * File:Johannes Vermeer - The Geographer - Google Art Project.jpg
 * File:Anthonie van Leeuwenhoek (1632-1723). Natuurkundige te Delft Rijksmuseum SK-A-957.jpeg

Compasses:



In art/poetry:


 * Friedman, John Block. "The architect's compass in Creation miniatures of the later Middle Ages." Traditio 30 (1974): 419-429.
 * W. A. Murray (1958) "Donne's Gold-Leaf and his Compasses", Modern Language Notes, Vol. 73, No. 5, pp. 329-330,
 * Fleissner, R. F. (1974). "66. Frost’s Moon Compasses". The Explicator, 32(9), 133–135.

Sector:


 * Ackerberg-Hastings, Amy. "Early Modern Computation on Sectors." Research in History and Philosophy of Mathematics: The CSHPM 2014 Annual Meeting in St. Catharines, Ontario, pp. 51-61. Springer, 2015.
 * Blanco Abellán, Mónica. "Of the use of the 'English sector' in trigonometry: what amount of mathematical training was necessary in the 18th century?." Proceedings of the 2016 ICME satellite meeting of the International Study Group on the Relations Between the History and Pedagogy of Mathematics, pp. 316-325. IREM de Montpellier, 2016.
 * Sangwin, Christopher J. (2002) "A typical sector and how to use it"
 * Tomash, E.; Williams, M. R. (2003). "The sector: Its history, scales, and uses". Annals of the History of Computing, 25(1), 34–47.
 * John Browne (1687). The Description and Use of an Ordinary Joynt-Rule (3rd)
 * John Browne (1687). The Description and Use of an Ordinary Joynt-Rule (3rd)

Proportional dividers: