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         Desargues Girard:     more detail
  1. The Geometrical Work of Girard Desargues (Sources and Studies in the History of Mathematics and Physical Sciences)
  2. Girard Desargues: Bourgeois de Lyon, mathematicien, architecte (French Edition) by Marcel Chaboud, 1996
  3. Girard Desargues and Projective Geometry: An entry from Gale's <i>Science and Its Times</i> by Dean Swinford, 2001
  4. Girard Desargues: An entry from Gale's <i>Science and Its Times</i> by Judson Knight, 2001
  5. MANIERE UNIVERSELLE DE MR. DESARGUES, POUR PRATIQUER LA PERSPECTIVE PAR PETIT-PIED, COMME LE GEOMETRAL. ENSEMBLE LE PLACES ET PROPORTIONS DES FORTES & FOIBLES TOUCHES, TEINTES, OU COULEURS by Abraham (1602-1676); Girard Desargues (1593-1661) Bosse, 1648-01-01
  6. Desargues and his strange theorum by Nathan Altshiller-Court, 1954
  7. INTRODUCTION TO ALGEBRAIC GEOMETRY AND ALGEBRAIC GROUPS by MEINOLF (INSTITUT GIRARD DESARGUES, UNIVERSITE LYON, FRANC GECK, 2004

21. Desargues's Theorem --  Encyclopædia Britannica
desargues s theorem in geometry, mathematical statement discovered by the Frenchmathematician girard desargues in 1639 that motivated the development,
http://www.britannica.com/eb/article?tocId=9030040

22. Desargues, Girard (1593-1662) -- From Eric Weisstein's World Of Scientific Biogr
desargues, girard (15931662) desargues used to write down his ideas in formof brief sketches, none of which was intended for publication,
http://scienceworld.wolfram.com/biography/Desargues.html
Branch of Science Mathematicians Nationality French ... Barile
Desargues, Girard (1593-1662)

This entry contributed by Margherita Barile French mathematician, considered as the founder of projective geometry There seems not to be much reliable information on his life and work, most of what we know comes from indirect sources. Desargues used to write down his ideas in form of brief sketches, none of which was intended for publication, and many of which went lost. He made no effort to make them understandable to potential readers: he used "microscopic characters" (Poudra 1864), an exceedingly concise style, and expressed himself in a language of his own. His only extensive work, , has survived through a transcription by Philippe de la Hire , who felt compelled to add a glossary of terms. There we learn that "navel" and "burning point" mean "focus," that "roll" denotes a cylindric or conic solid, whereas two different words, "column" and "horn," are used for the cylindric and the conic surface. The conic sections themselves are referred to as "the border of a roll cut." Other manuscripts were edited by Abraham Bosse, a student of Desargues who was also a sculptor, and profited from his teacher's attention towards the applications of geometry to art and architecture. Desargues wrote treatises on perspective, sundials, on the cutting of stones, on the mechanical applications of epicycloids, and he also designed buildings. He probably contributed to the construction of the dam in La Rochelle, by order of Cardinal Richelieu, with whom he was familiar, as we are told by

23. Allmath.com - Math Site For Kids! Home Of Flashcards, Math
desargues, girard. dayzah(r)g. (15911661). Mathematician, born in Lyon, SCFrance. By 1626 he was in Paris, and took part as an engineer in the siege of
http://www.allmath.com/biosearch.php?QMeth=ID&ID=9450

24. Desargues, Girard (1591-1661)
desargues, girard (15911661) desargues shows that he has completely graspedthe connection between conics and perspective; in fact he treats the fact
http://www.daviddarling.info/encyclopedia/D/Desargues.html
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Desargues, Girard (1591-1661)
A French mathematician who is regarded as the chief founder of perspective geometry. His 12-page treatise La perspective (636) consists of a single worked example in which Desargues sets out a method for constructing a perspective image without using any point lying outside the picture field. He considers the representation in the picture of plane of lines that meet at a point and also of lines that are parallel to each another. In the last paragraph of the work he considers the problem of finding the perspective image of a conic section . Three years later, he wrote his treatise on projective geometry Brouillon project d'une atteinte aux evenemens des rencontres du cone avec un plan . The first part of this deals with the properties of sets of straight lines meeting at a point and of ranges of points lying on a straight line. In the second part, the properties of conics are investigated in terms of properties of ranges of points on straight lines and the modern term "point at infinity" appears for the first time. Desargues shows that he has completely grasped the connection between conics and perspective; in fact he treats the fact that any conic can be projected into any other conic as obvious. Given such innovative work it may seem surprising that the subject didn't develop rapidly in the following years. That it didn't may be partly due to mathematicians failing to recognize the power of what had been put forward. On the other hand the algebraic approach to geometry put forward by René

25. Universal Book Of Mathematics: List Of Entries
desargues, girard (15911661) Descartes, René (1596-1650) Descarte s circle theorem.See Soddy formula determinant deterministic system devil’s curve
http://www.daviddarling.info/works/Mathematics/mathematics_entries.html
WORLDS OF DAVID DARLING ENCYCLOPEDIA NEWS ARCHIVE ... E-MAIL
THE UNIVERSAL BOOK OF MATHEMATICS
From Abracadabra to Zeno's Paradoxes
More details on the book
Alphabetical List of Entries
abacus
Abbott, Edwin Abbott (1838-1926)
ABC conjecture
Abel, Niels Henrik (1802-1829)
Abelian group
abracadabra
abscissa
absolute
absolute value
absolute zero abstract algebra Abu’l Wafa (A.D. 940-998) abundant number Achilles and the Tortoise paradox. See Zeno's paradoxes Ackermann function acre acute adjacent affine geometry age puzzles and tricks Agnesi, Maria Gaetana (1718-1799) Ahmes papyrus. See Rhind papyrus Ahrens, Wilhelm Ernst Martin Georg (1872-1927) Alcuin (735-804) aleph Alexander’s horned sphere algebra algebraic curve algebraic fallacies algebraic geometry algebraic number algebraic number theory algebraic topology algorithm algorithmic complexity Alhambra aliquot part al-Khowarizmi (c.780-850) Allais paradox almost perfect number alphamagic square alphametic Altekruse puzzle alternate altitude ambiguous figure ambiguous connectivity.

26. Biografía Desargues
Translate this page girard desargues fue un matemático francés que tuvo la fortuna de convivir ytrabajar con matemáticos de la talla de Rene Descartes, Etienne Pascal y su
http://redescolar.ilce.edu.mx/redescolar/act_permanentes/mate/mate4b/desargues.h
esargues G
N D
libros y la posibilidad de dedicarse al estudio sin tenerse que preocupar por trabajar. Desde muy joven se decidió por las matemáticas, en particular por la geometría e inventó una forma nueva de hacerla a la que llamó "geometría proyectiva".
L
S
sol. O btuvo resultados muy importantes en el estudio de "la perspectiva", de hecho uno de los teoremas principales en ese área fue descubierto por él y por supuesto lleva su nombre. D Entre cuadros y pedazos de un tablero

27. Desargues, Girard
The summary for this Chinese (Traditional) page contains characters that cannot be correctly displayed in this language/character set.
http://episte.math.ntu.edu.tw/people/p_desargues/
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28. Desargues
girard desarguesLittle is known about girard desargues personal life. It is known that his familyhad been very rich for several generations, and had supplied lawyers and
http://history.math.csusb.edu/Mathematicians/Desargues.html
Girard Desargues
Born: 21 Feb 1591 in Lyon, France
Died: Sept 1661 in Lyon, France
Click the picture above
to see a larger version Show birthplace location Previous (Chronologically) Next Biographies Index Previous (Alphabetically) Next Main index
Version for printing
Little is known about Girard Desargues ' personal life. His family (on both his mother's and his father's side) had been very rich for several generations and had supplied lawyers and judges to the Parlement in Paris as well as to that in Lyon (then the second most important city in France). Desargues seems to have made several extended visits to Paris in connection with a lawsuit for the recovery of a huge debt. Despite this loss, the family still owned several large houses in Lyon, a manor house (and its estate) at the nearby village of Vourles, and a small chateau surrounded by the best vineyards in the vicinity. It is thus clear that Desargues had every opportunity of acquiring a good education, could afford to buy what books he chose, and had leisure to indulge in whatever pursuits he might enjoy. In his later years, these seem to have included designing an elaborate spiral staircase, and an ingenious new form of pump, but the most important of Desargues' interests was Geometry. He invented a new, non-Greek way of doing geometry, now called 'projective' or 'modern' geometry. As a mathematician he was very good indeed: highly original and completely rigorous. He is, however, far from lucid in his mathematical style.

29. DUBREUIL, Jean., [A Collection Of Jesuit Works Against Girard Desargues And The
A collection of Jesuit works against girard desargues and the new girarddesargues method, proposed in 1636, was promoted by Abraham Bosse and the
http://www.polybiblio.com/phillips/1131.html
Nigel Phillips
DUBREUIL, Jean. [A collection of Jesuit works against Girard Desargues and the new "perspective universelle".] 2 works in 1 volume (the first incorporating 5 others), as listed below, 4to. With perspective plans and designs on 10 full-page engraved plates in the last work. Small stain in inner margin of first title, faint dampstain in lower margin of last 10 leaves. Later half vellum, with black morocco title-label, former owner's note on front endpaper. This item is listed on Bibliopoly by Nigel Phillips ; click here for further details.

30. Biography Of Desargues, Girard
Biographies of people living and dead of all nations.
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biography classifications major works cross references biography name: Desargues, Girard
pronunciation: [dayzah(r)g] sex: male lived: biography: browse by name A B C D ... Z browse by year 2700 - 691 BC 690 - 531 BC 530 - 481 BC 480 - 391 BC ... Allsites LLC

31. Desargues-National Curve Bank
Today is girard desargues s Birthday! desargues was the founder of the fieldof projective geometry, and was one of the first Western mathematicians to
http://curvebank.calstatela.edu/birthdayindex/feb/feb21desargues/feb21desargues.
Close Window Today is Girard Desargues's Birthday! Happy Birthday
Desargues! Born: February 21, 1591
in Lyon, France Died: September , 1661
in Lyon, France

32. Le CNRS En Rhône Auvergne - Institut Girard Desargues
girard desargues; Laboratoire de mathématiques (LM) Institut girard desargues - IGD, UMR 5028. Tutelle, CNRS/UCBL
http://www.dr7.cnrs.fr/article.php3?id_article=912

33. Publikationsliste - Kirsti Andersen
“Poncelet, Victor”; “Taylor, Brook”; “traktrix”; “Wallis, John” i Den StoreDanske Encyklopædi. “desargues, girard” Encyclopædia Britannica, 2001.
http://www.ivh.au.dk/personale/kirsti_andersen/publikationsliste.dk.html
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Videnskabelige publikationer
“Roberval’s Method of Tangents”, Centaurus “Roberval’s Comparison of the Arclength of a Spiral and a Parabola, Centaurus “A note on Bartholin and the Problem of Debeaune”, Centaurus “An Impression of Mathematics in Denmark in the Period 1600-1800”, Cen­taurus, “Matematikken i Danmark 1479-1800”, Køben­havns Universitet 1479-1979 , bind XII, Køben­havn 1983, 113-156. “The Mathematical Technique in Fermat’s Deduction of the Law of Refraction”, Historia Mathematica “Some Observations Concerning Mathematicians’ Treatment of Perspective Constructions in the 17th and 18th Centuries”, Mathemata, Festschrift für Helmuth Gericke , ed. M. Folkerts et al., Stuttgart 1984, 409-425. “Cavalieri’s Method of Indivisibles”

34. Publikationsliste - Kirsti Andersen
“desargues’ Method of Perspective”, Centaurus, 34 (1991), 4491. John” i DenStore Danske Encyklopædi. “desargues, girard” Encyclopædia Britannica, 2001.
http://www.ivh.au.dk/printer/personale/kirsti_andersen/publikationsliste.dk.html
Publikationsliste - Kirsti Andersen
Videnskabelige publikationer
“Roberval’s Method of Tangents”, Centaurus “Roberval’s Comparison of the Arclength of a Spiral and a Parabola, Centaurus “A note on Bartholin and the Problem of Debeaune”, Centaurus “An Impression of Mathematics in Denmark in the Period 1600-1800”, Cen­taurus, “Matematikken i Danmark 1479-1800”, Køben­havns Universitet 1479-1979 , bind XII, Køben­havn 1983, 113-156. “The Mathematical Technique in Fermat’s Deduction of the Law of Refraction”, Historia Mathematica “Some Observations Concerning Mathematicians’ Treatment of Perspective Constructions in the 17th and 18th Centuries”, Mathemata, Festschrift für Helmuth Gericke , ed. M. Folkerts et al., Stuttgart 1984, 409-425. “Cavalieri’s Method of Indivisibles”, Archive for History of Exact Sciences Kirsti Andersen and Henrik Meyer, “Georg Mohr’s Three Books and the Gegen­übung auf Euclidis Curiosi Centauru s, “The Method of Indivisibles: Changing Understand­ings”, Studia Leib­nitiana, Sonderheft 14 (1986), 14-25. “The Problems of Scaling and Choosing Parameters in Perspective Construc­tions, Particularly in the One by Alberti”

35. Art General, Antiquariaat Forum
les diverses oeuvres, et feuilles volantes du Sr. girard desargues Lyonois . Dubreuil as an answer to the criticisms girard desargues had published,
http://www.forumrarebooks.com/forum/main_stocklist.phtml/subject/14/1/Art genera
Art general
167 items were found for this query
Page 1 of 12
ARKADIA,- HOLLANDSCHE , in zeshonderd en meer afbeeldingen.
Amsterdam, J.S. Van Esveldt-Holtrop, 1807. 13 (=14) parts in 3 vols. Folio. Contemporary half calf; gilt spine with red morocco gilt stamped title lable.
4 engraved fronts; 598 half page engr. (two on 1 leaf); 11 doublepage engr.; 4 full page engr.; 2 folding of which one double page; in second volume 2 loose maps. Engraved after drawings by A. Rademaker, C. Pronk, H. de Winter, D. Stoopendaal, J.C. Philips, J. Punt, L. Schenk etc.
114; 114; 104 leaves.
Important re-issue of the famous publications of the early 18th century in original impressions but with a new printed title, containing De geheele Vechtstroom Spiegel van Amsterdam's zomervreugd De vermaekelijkheid van den Diemer-meer Het zegepralende Kennemerlant
Very fine copy.
Het zegepralende Kennemerlant
Prices in EUROS (€), shipping and BTW/VAT extra. Ghent, Bernard Poelman, (ca. 1800). 2 parts in 1 vol. Orig. wrappers, uncut. With numerous illustrations on perspective on 10 folding engraved plates by G. Goethals.

36. HAB-Leibniz-Ressourcen-Signaturenliste
Translate this page desargues, girard Manière universelle de desargues pour praticquer la perspective desargues, girard La maniere vniverselle de Mr. Desargves Lyonnois,
http://www.hab.de/forschung/projekte/leibniz/signaturenliste.htm
Home Kalender Suche A bis Z ... Leibniz-Ressourcen
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Aleaume, Jacques:
l'invention du feu Sieur Aleaume. Mise au iour par Estienne Migon.. - Paris :
Signatur: Ug 126 Bacon, Francis:
Historia naturalis et experimentalis de ventis etc. / Fr. Baconus de Verulamio.
- Lugduni Batavorum : Hackius, 1648. - 232 S.
Einheitssachtitel: Historia naturalis et experimantalis ad condendam
philosophiam.
Signatur: Nc 6 Bacon, Francis:
Historia regni Henrici Septimi Angliae Regis : Opus vere politicum / Franc.
Baconus de Verulamio. - Amstelodami : ^[Drucker:] Officina Elzeviriana. - 403

37. Famous Mathematicians.
ClaudeGaspar, de Meziriac 1581-1638 Mersenne, Marin 1588-1648 girard, Albertc.1590-c.1633 desargues, girard 1591-1661 Descartes, Rene 1596-1650 Fermat
http://home.egge.net/~savory/maths6.htm
Pre-Einstein famous mathematicians.
Stu Savory, 2004.
If you ask people these days to name a famous mathematician, surveys show the most popular answer to be Albert Einstein . Einstein himself used to like to quote Sir Isaac Newton's famous humble line "If I have seen further than other men, it is by standing on the shoulders of giants." So I asked myself, who were these giants, i.e. famous pre-Einstein mathematicians. Here's the list of the top 100 or so, sorted chronologically. How many do you know? That means you can state what they were famous for, off the cuff, no googling! If you score below 30 you need to do some revision :-) Ahmes c. 1650 B C Pythagoras c.540 BC Hippocrates c.440 BC (that's Hippocrates of Chios, NOT the physician who lived around the same time). Plato c.430-c.349 BC Hippias c.425 BC Theaetetus c.417-369 BC Archytas c.400 B C Xenocrates 396-314 BC Theodorus c.390 BC Aristotle 384-322 BC Menaechmus c.350 BC Euclid c.300 BC Archimedes c.287-212 BC Nicomedes c.240 BC Eratosthenes Gauss , Karl Friedrich 1777-1855 Brianchon, Charles c.1783-1864 Binet, Jacques-Philippe-Marie 1786-1856 Möbius, August Ferdinand 1790-1868 Babbage, Charles 1792-1871 Laine, Gabriel 1795-1870 Steiner, Jakob 1796-1863 de Morgan, Augustus 1806-1871 Liouville, Joseph 1809-1882 Shanks, William 1812-1882 Catalan, Eugene Charles 1814-1894 Hermite, Charles 1822-1901 Riemann, Bemard 1826-1866 Venn, John 1834-1923 Lucas, Edouard 1842-1891 Cantor, George 1845-1918 Lindemann, Ferdinand 1852-1939 Hilbert, David 1862-1943 Lehmer, D. N. 1867-1938 Hardy, G. H. 1877-1947 Ramanujan, Srinivasa 1887-1920

38. Baroque Science Grids
girard desargues (University of St. Andrews) Start here. girarddesargues (Britannica) Overview and links. Pierre de Fermat 16011665
http://www.culturalresources.com/BAR17.html

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39. Bibliography
desargues, Gerard, 15911661, Geometrical work of girard desargues / ed. by JVField, JJ Gray, New York, Springer-Verlag, 1987. desargues, Gerard, 1591-1661
http://www.library.cornell.edu/math/bibliography/display.cgi?start=D&

40. Math-Net Page With Standard Labels For Institut Girard Desargues, Université Cl
Standard MathNet-Page for Institut girard desargues, Université Claude Bernard (Lyon1)
http://ftp.zib.de/pub/Math-Net/Math-Net_Pages/chapoton_at_igd.univ-lyon.fr_21142
Institut Girard Desargues
Université Claude Bernard (Lyon 1)
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