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         Van Schooten Frans:     more detail
  1. People From Leiden: Jan Van Goyen, Herman Boerhaave, Frans Van Schooten, Jan Bake, Rembrandt, Rodney Glunder, Geertgen Tot Sint Jans
  2. Geometria A Renato Descartes Anno 1637 Gallice Edita (1683) (Latin Edition) by Rene Descartes, Florimond De Beaune, et all 2010-09-10
  3. 1615 Births: Pope Innocent Xii, Daniel Schultz, Frans Van Schooten, Nicolas Fouquet, Richard Baxter, Dara Shikoh, Salvator Rosa
  4. 1660 Deaths: Diego Velázquez, Charles X Gustav of Sweden, Thomas Harrison, Frans Van Schooten, Vincent de Paul, Thomas Welles, Gaston
  5. Leiden University Faculty: Albert Einstein, Heike Kamerlingh Onnes, Hendrik Lorentz, Paul Ehrenfest, Herman Boerhaave, Frans Van Schooten
  6. Exercitationum Mathematicarum (1656) (Latin Edition) by Frans Van Schooten, 2009-07-17
  7. Exercitationum Mathematicarum (1656) (Latin Edition) by Frans Van Schooten, 2010-09-10
  8. Exercitationum Mathematicarum (1656) (Latin Edition) by Frans Van Schooten, 2010-09-10
  9. Geometria A Renato Descartes Anno 1637 Gallice Edita (1683) (Latin Edition) by Rene Descartes, Florimond De Beaune, et all 2010-09-10

1. Schooten, Frans Van
Catalog of the Scientific Community schooten, frans van Note the creators of the Galileo Project and this catalogue cannot answer email on genealogical questions. Born Leiden, ca.
http://es.rice.edu/ES/humsoc/Galileo/Catalog/Files/schooten.html
Catalog of the Scientific Community
Schooten, Frans van
Note: the creators of the Galileo Project and this catalogue cannot answer email on genealogical questions.
1. Dates
Born: Leiden, ca. 1615 (Nieuw Nederlandsch Biographisch Woordenboek does not insert the "ca.")
Died: Leiden, 29 May 1660
Dateinfo: Birth Uncertain
Lifespan:
2. Father
Occupation: Academic, Engineer
Frans van Schooten (the elder), professor at the engineering school connected with Leiden. The father was also a military engineer.
No clear indication of financial status.
3. Nationality
Birth: Dutch
Career: Dutch
Death: Dutch
4. Education
Schooling: Leiden
Enrolled in Leiden in 1631. No source says anything about a degree, and given the tendency always to mention one, I assume then that Schooten did not persevere to one. He travelled to Paris and London about 1637, and there met the leading mathematicians. He was back in Leiden in 1643.
5. Religion
Affiliation: Calvinist
6. Scientific Disciplines
Primary: Mathematics
He was trained in mathematics at Leiden, and he met Descartes there in 1637 and read the proofs of his Geometry.
In Paris he collect manuscripts of the works of Viète, and in Leiden he published Viète's works.

2. Poster Of Schooten
frans van schooten. lived from 1615 to 1660. van schooten was oneof the main people to promote the spread of Cartesian geometry.
http://www-gap.dcs.st-and.ac.uk/~history/Posters2/Schooten.html
Frans van Schooten lived from 1615 to 1660 Van Schooten was one of the main people to promote the spread of Cartesian geometry. Find out more at
http://www-history.mcs.st-andrews.ac.uk/history/
Mathematicians/Schooten.html

3. Frans Van Schooten
Resumos de biografias de personalidades da historia da humanidade artistas, cientistas, engenheiros, escritores, governos, inventores, medicos, etc.
http://www.sobiografias.hpg.com.br/FransSch.htm
Frans van Schooten nascido em Le y den, Netherlands , sucessor de seu pai o velho Entrou na Universidade de Leiden (1631) Ao visitar Leiden (1637) Descartes o , em Paris. Publicou os manuscritos de Descartes Exercitationes mathematicae Johan de Witt Johan Hudde (1629-1704) e Hendrick Van Heuraet (1633-1660) Christian Huyghens (1629-1695) Figura copiada do site TURNBULL WWW SERVER:
http://www-history.mcs.st-andrews.ac.uk/

Nova B U S C A :

4. SCHOOTEN
References for the biography of frans van schooten References for frans van schooten. Biography in Dictionary of Scientific Biography (New York 19701990).
http://www.cobra.pages.nom.br/fm-schooten.html
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Schooten, Frans van Exercitationes mathematicae R.Q.Cobra
Para citar este texto: Cobra, Rubem Queiroz -

5. Van Schooten's Parabola
frans van schooten. JOC/EFR August 2001
http://members.aol.com/geometrie11/koorgeom/vparabel.html
Van Schootens Parabelzirkel
Der in der nebenstehenden Abbildung dargestellte Gelenkmechanismus wurde im 17. Jahrhundert von Frans van Schooten, einem niederländischen Mathematiker, erfunden und ist in einem von ihm veröffentlichten Buch beschrieben. Wenn man den Punkt G an der waagerechten Führungsschiene entlangzieht, bewegt sich das orthogonale Lineal GD und die Raute BFGH mit. Am Schnittpunkt D der Rautendiagonale und des orthogonalen Lineals ist ein Zeichenstift befestigt, der den Parabelbogen zeichnet. Weiter unten finden Sie ein zugehöriges Applet, mit dem der Zirkel simuliert wird. Die roten Punkte können nach dem Anklicken bei gedrückter linker Maustaste gezogen werden. Folgen Sie den Anweisungen in den Aufgaben.
Aufgaben
  • Führen Sie die Bewegungen aus um den Parabelbogen zu zeichnen.
  • Welche Lage hat die Gerade BH bezüglich der Parabel?
  • Vergleichen Sie diese Anordnung mit der auf einem früheren Arbeitsblatt und erläutern Sie die Funktionsweise des Zirkels. Welche Aufgabe hat insbesondere die Raute FGHB? Falls Sie noch keine Kenntnis über die Parabel als Ortslinie haben, informieren Sie sich zunächst, indem Sie auf Parabel klicken.
  • 6. Schooten
    frans van schooten. Born 1615 in Leiden, Netherlands Died 29 May 1660in Leiden, Netherlands. Click the picture above to see a larger version
    http://www-gap.dcs.st-and.ac.uk/~history/Mathematicians/Schooten.html
    Frans van Schooten
    Born: 1615 in Leiden, Netherlands
    Died: 29 May 1660 in Leiden, Netherlands
    Click the picture above
    to see a larger version Show birthplace location Previous (Chronologically) Next Biographies Index Previous (Alphabetically) Next Main index
    Frans van Schooten should not be confused with his father, Frans van Schooten (the elder), who was professor at the engineering school in Leiden. He enrolled at the University of Leiden in 1631 and he studied mathematics there. In 1637 Descartes visited Leiden and met van Schooten. This proved important for van Schooten since Descartes provided contacts for van Schooten to become acquainted with Mersenne 's circle in Paris. Some time after this he went abroad, travelling first to Paris and then to London where he stayed from 1641 to 1643. He discussed mathematics in these two centres and he continued to correspond with the mathematicians he met in these towns after his return to Leiden, but unfortunately this correspondence is now lost. While in Paris he obtained manuscripts 's work and he later published them in Leiden.

    7. Schooten
    Biography of frans van schooten (16151660) frans van schooten. Born 1615 in Leiden, Netherlands
    http://www-groups.dcs.st-and.ac.uk/~history/Mathematicians/Schooten.html
    Frans van Schooten
    Born: 1615 in Leiden, Netherlands
    Died: 29 May 1660 in Leiden, Netherlands
    Click the picture above
    to see a larger version Show birthplace location Previous (Chronologically) Next Biographies Index Previous (Alphabetically) Next Main index
    Frans van Schooten should not be confused with his father, Frans van Schooten (the elder), who was professor at the engineering school in Leiden. He enrolled at the University of Leiden in 1631 and he studied mathematics there. In 1637 Descartes visited Leiden and met van Schooten. This proved important for van Schooten since Descartes provided contacts for van Schooten to become acquainted with Mersenne 's circle in Paris. Some time after this he went abroad, travelling first to Paris and then to London where he stayed from 1641 to 1643. He discussed mathematics in these two centres and he continued to correspond with the mathematicians he met in these towns after his return to Leiden, but unfortunately this correspondence is now lost. While in Paris he obtained manuscripts 's work and he later published them in Leiden.

    8. Frans Van Schooten
    23 Mar 1999 frans van schooten, by Samuel S. Kutler
    http://mathforum.com/epigone/math-history-list/nimoxplal
    a topic from math-history-list
    Frans van Schooten
    post a message on this topic
    post a message on a new topic

    23 Mar 1999 Frans van Schooten , by Samuel S. Kutler
    24 Mar 1999 Re: Frans van Schooten , by Antreas P. Hatzipolakis
    24 Mar 1999 Re: Frans van Schooten , by Antreas P. Hatzipolakis
    25 Mar 1999 Re: Frans van Schooten , by Rickey, F. PROF MATH
    25 Mar 1999 Re: Frans van Schooten , by Samuel S. Kutler
    The Math Forum

    9. Re: Frans Van Schooten By Samuel S. Kutler
    Re frans van schooten by Samuel S. Kutler. reply to this message posta message on a new topic Back to messages on this topic Back
    http://mathforum.org/epigone/math-history-list/nimoxplal/v01540b00b3201a43e012@[
    Re: Frans van Schooten by Samuel S. Kutler
    reply to this message
    post a message on a new topic

    Back to messages on this topic
    Back to math-history-list
    Subject: Re: Frans van Schooten Author: s-kutler@sjca.edu Date: http://www.ohiolink.edu/ http://www.umi.com/ The Math Forum

    10. Rahir (was: Re: Frans Van Schooten) By Antreas P. Hatzipolakis
    Subject Rahir (was Re frans van schooten) Author Antreas P. Hatzipolakis xpolakis@otenet.gr Date Thu, 25 Mar 1999
    http://mathforum.com/epigone/math-history-list/glandprachand
    Rahir (was: Re: Frans van Schooten) by Antreas P. Hatzipolakis
    reply to this message
    post a message on a new topic

    Back to math-history-list
    Subject: Rahir (was: Re: Frans van Schooten) Author: xpolakis@otenet.gr Date: The Math Forum

    11. Frans Van Schooten
    a topic from mathhistory-list frans van schooten. post a message onthis topic post a message on a new topic 23 Mar 1999 frans van
    http://mathforum.org/epigone/math-history-list/nimoxplal
    a topic from math-history-list
    Frans van Schooten
    post a message on this topic
    post a message on a new topic

    23 Mar 1999 Frans van Schooten , by Samuel S. Kutler
    24 Mar 1999 Re: Frans van Schooten , by Antreas P. Hatzipolakis
    24 Mar 1999 Re: Frans van Schooten , by Antreas P. Hatzipolakis
    25 Mar 1999 Re: Frans van Schooten , by Rickey, F. PROF MATH
    25 Mar 1999 Re: Frans van Schooten , by Samuel S. Kutler
    The Math Forum

    12. Schooten | Frans | Van | 1615-1660 | Dutch Mathematician
    the project the collections biographies multimedia researchuses. schooten frans van 16151660 Dutch mathematician.
    http://www.nahste.ac.uk/pers/s/GB_0237_NAHSTE_P1087/
    the project the collections biographies multimedia the project the collections biographies multimedia ... Index Chartarum in M.S. C. in folio

    13. People Index: S
    schooten frans van 16151660 Dutch mathematician; Sclater Philip Lutley 1829-1913 editor and president of the Zoological Society of London;
    http://www.nahste.ac.uk/pers/s/
    the project the collections biographies multimedia ... Z
    People index: S

    14. Historia Matematica Mailing List Archive: [HM] Frans Van Schooten
    HM frans van schooten. Samuel S. Kutler (skutler@sjca.edu) Tue, 23 Mar 1999083945 -0500 (EST) Here is what Morris Kline says about frans van schooten
    http://sunsite.utk.edu/math_archives/.http/hypermail/historia/mar99/0121.html
    [HM] Frans van Schooten
    Samuel S. Kutler s-kutler@sjca.edu
    Tue, 23 Mar 1999 08:39:45 -0500 (EST)
    Friends:
    Here is what Morris Kline says about Frans van Schooten:
    The first task was to explain Descartes's idea. A Latin translation of
    La Geometrie by Frans van Schooten (1615-60), first published in 1649
    and reprinted several times, not only made the book available in the
    language all scholars could read but contained a commentary which
    expanded Descartes's compact presentation. In the edition of
    1659-61, van Schooten actually gave the algebraic form of a
    transformation of coordinates from one base line (x-axis) to another.
    He was so impressed with the power of Descartes's method that he claimed the Greek geometers had used it to derive their results. Having the algebraic work, the Greeks, according to van Schooten, saw how to obtain the results syntheticallyhe showed how this could perspicuous than the algebraic, to amaze the world. Van Schooten may

    15. Historia Matematica Mailing List Archive: Re: [HM] Frey Curves In The Work Of Hu
    Kutler HM frans van schooten ; Next message Samuel S. Kutler HM frans vanschooten ; Previous message Paul Yiu Re HM 4 triangles in a rectangle ;
    http://sunsite.utk.edu/math_archives/.http/hypermail/historia/mar99/0120.html
    Re: [HM] Frey curves in the work of Hurwitz
    Franz Lemmermeyer lemmerm@mpim-bonn.mpg.de
    Tue, 23 Mar 1999 15:53:38 +0100 (MET)
    On Mon, 22 Mar 1999, Jim Propp wrote:
    It has to be defined over Q, of course.
    Yes.
    The talk was given in February 1976; he does not cite
    Mazur, but surely was aware of his results.
    [..Hurwitz..]
    positive integers, not both even.
    franz

    16. [Huygens, Christian]. Schooten, Frans Van., Exercitationum Mathematicarum Libri
    Michael R. Thompson Bookseller. Huygens, Christian. schooten, frans van.Exercitationum mathematicarum libri quinque. Leiden J. Elsevir, 1657.
    http://www.polybiblio.com/mrtbksla/11847.html
    Michael R. Thompson Bookseller
    [Huygens, Christian]. Schooten, Frans van. Exercitationum mathematicarum libri quinque. Leiden: J. Elsevir, 1657 Five parts in one, quarto., [xii], 534, [1, errata] pp., Contemporary panelled calf, skillfully rebacked, preserving the old, somewhat worn, gilt morocco label., Corners rubbed, ink inscription on front free endpaper: "Presented to the Library of St. Mary's Oscott by C. Baxter Esq. Librarian of Kingston on Thames. November 17th 1887;" another ink notation in the same hand on front pastedown. Two old paper labels on binding, indicating shelf placement. Occasional light foxing. Overall a very good, clean copy. First edition of Schooten's book, which contains the first appearance of Huygens's treatise on the theory of probability, printed as an appendix., In the first section of the book, Schooten applies analytical geometry to the solution of many interesting and difficult problems. He recommends for the first time the use of coordinates in space of three dimensions. Schooten (1615-60), who was professor of mathematics at Leiden, was a pupil of Descartes and a teacher of Huygens. Huygens's (1629-1695) epoch-making treatise, De rationiis in ludo aleae, is the earliest and one of the most important papers on the subject or probability. Bernouili reprinted it, with a commentary, as the first of the four parts of his famous Ars conjectandi. See the H.J.M. Bos article on Huygens in the D.S.B., Bierens de Haan, Bibliographie Néerlandaise, 4222. Todhunter, Theory of Probability, p. 25. Willems, 811.

    17. I6339: Pieter (DE) DOBBELAER (ABT 1706 - 14 Mrt 1751)
    _Edouard DE DOBBELAER _ (1847 1933) m 1882 _Sophia DE DIJCKER _+ (1807 - 1894) m 1845 Lodewijk frans DE DOBBELAER Michiel van schooten.
    http://users.belgacom.net/bn126104/Tak43/g0000070.html
    Pieter (DE) DOBBELAER
    ABT 1706 - 14 mrt 1751
    • GEBOORTE : ABT 1706, Sint Niklaas,BE
    • OVERLIJDEN : 14 mrt 1751, Tielrode,BE
    Vader: Jan (DE) DOBBELAERE
    Moeder: Katelijne VAN DEN BERGHE
    _Jan (DE) DOBBELAERE
    _Maria PAPAERT OF PIPAERTS Pieter (DE) DOBBELAER ... PERSONEN
    Charles Louis (DE) DOBBELEIR
    14 jun 1861 - 26 nov 1927
    • GEBOORTE : 14 jun 1861, Zwijndrecht,BE
    • OVERLIJDEN : 26 nov 1927, Zwijndrecht,BE
    • REFERENTIE : Generatie VIIIb
    Vader: Aloysius (Aloyse) (DE) DOBBELEIR
    Moeder: Joanna VAN GOETHEM
    Gezin 1 Maria Philomena SMET
    • HUWELIJK : 22 aug 1889, Zwijndrecht,BE
  • Eduard DOBBELAIR
  • Alphonse DOBBELEIR
  • Franciscus DOBBELAER OF DOBBELEIR
  • Martha DOBBELAER ... PERSONEN
    Myriam BOSMAN
    Vader: Andre BOSMAN
    Moeder: Alphonsine Maria DE DOBBELAER
    _Andre BOSMAN
    Myriam BOSMAN (1878 - 1961) m 1910 PERSONEN
    Egigius (Gillis) DE BOCK
    Gezin 1 Judoca Maria (DE) DOBBELEIRE
    • HUWELIJK : 24 apr 1770, Beveren,BE

    PERSONEN
    Lodewijk Frans DE DOBBELAER
    1 feb 1891 - 29 sep 1974
    • GEBOORTE : 1 feb 1891, Beveren,BE
    • OVERLIJDEN : 29 sep 1974, Beveren,BE
    Vader: Edouard DE DOBBELAER
    Moeder: Julia CALLENS
    Lodewijk Frans DE DOBBELAER
    _Julia CALLENS PERSONEN
    Yolanda DE DOBBELAER
    Vader: Arthur Francois DE DOBBELAER
    Moeder: Paula Emma REUNIS Gezin 1 Andre D'HOLLANDER
  • Mieke D'HOLLANDER Yolanda DE DOBBELAER _Paula Emma REUNIS ... PERSONEN
    Anna Maria FEEREMANS
    Gezin 1 Judocus DE KOSTER
  • Apollonia DE KOSTER PERSONEN
    Etienne PENNEMAN
    Vader: Florimond PENNEMAN Moeder: Julia Alice DE DOBBELAER Etienne PENNEMAN + (1879 - 1936) m 1905 PERSONEN
    Sophia RAES
    22 mrt 1830 - 10 okt 1897
  • 18. I8347: Maria (Mayken) (DE) DOBBELAER (ABT 1634 - 25 Okt 1703)
    _Joannes Baptiste (DE) DOBBELAER _+ (1737 1778) m 1763 _Joann.Franc.(Jan frans Johan)(DE) DOBBELAER _ (1773 - 1862) m 1804 Joanna Maria van schooten.
    http://users.belgacom.net/bn126104/Tak43/g0000007.html
    Maria (Mayken) (DE) DOBBELAER
    ABT 1634 - 25 okt 1703
    • GEBOORTE : ABT 1634, Beveren(?),BE
    • OVERLIJDEN : 25 okt 1703, Sint Niklaas,BE
    Vader: Petrus (Pieter) (DE) DOBBELAER
    Moeder: Niklasijne (Klausyne) DE GRAVE
    Gezin 1 Andreas VAN HESE
    Maria (Mayken) (DE) DOBBELAER
    _Jan DE GRAVE PERSONEN
    Aloysius (Aloyse) (DE) DOBBELEIR
    31 okt 1828 - 2 jan 1879
    • GEBOORTE : 31 okt 1828, Zwijndrecht,BE
    • OVERLIJDEN : 2 jan 1879, Zwijndrecht,BE
    • REFERENTIE : Generatie VIId
    Vader: Passchasius (DE) DOBBELAER
    Moeder: Anna Catharine VERSCHOOTEN
    Gezin 1 Joanna VAN GOETHEM
    • HUWELIJK : 7 mei 1860, Zwijndrecht,BE
  • Charles Louis (DE) DOBBELEIR
  • LEVENLOOS KIND
  • Sylvie Marie Therese (DE) DOBBELEIR
  • Petrus Jan (DE) DOBBELEIR ... PERSONEN
    Barbara DE DOBBELAER
    11 jan 1813 -
    • GEBOORTE : 11 jan 1813, Beveren,BE
    Vader: Joannes Franciscus (Frans) (DE) DOBBELER
    Moeder: Judoca Barbara STAES
    Gezin 1 Carolus Josephus BAUKELAND
    • HUWELIJK : 22 mei 1844, Melsele,BE

    _Amelberga DE THEY(E)
    Barbara DE DOBBELAER _Joseph STAES PERSONEN
    Fredericus DE DOBBELAER
    7 dec 1821 - 20 okt 1877
    • GEBOORTE : 7 dec 1821, Beveren,BE
    • OVERLIJDEN : 20 okt 1877, Beveren,BE
  • 19. Van Schootens Ellipse
    Translate this page Der Gelenkmechanismus, der in der nebenstehenden Abbildung dargestellt wird, wurdevon frans van schooten, einem holländischen Mathematiker aus dem 17.
    http://members.aol.com/geometrie11/koorgeom/vellipse.html
    Van Schootens Ellipsenzirkel
    Der Gelenkmechanismus, der in der nebenstehenden Abbildung dargestellt wird, wurde von Frans van Schooten, einem holländischen Mathematiker aus dem 17. Jahrhundert erfunden. Wenn man am Punkt E zieht, bewegt sich die gesamte Raute OIPG und der Stift am Punkt B zeichnet eine Spur, von der wir zeigen wollen, dass es eine Ellipse ist. Der Mechanismus ist an den Punkten H und I auf der Zeichenunterlage befestigt.
    Beim Applet weiter unten muss man allerdings am Punkt G ziehen.
    Aufgaben
  • Fertigen Sie zunächst im Appletfenster eine "Zeichnung" mit den vorgegebenen Einstellungen an.
  • Verändern Sie die Seitenlänge der Raute, indem Sie die Strecke oben links durch Ziehen am rechten Ende verlängern. Prüfen Sie ob dies einen Einfluss auf die Ellipsenform oder -größe hat.
  • Ziehen Sie den Punkt I näher an A heran und löschen Sie die Spurpunkte durch Anklicken des roten Kreuzes unten rechts. Fertigen Sie eine neue "Zeichnung" an. Was hat sich geändert?
  • Welche Lage hat die Gerade OP bezüglich der Ellipse und welche Aufgabe hat die Raute OIPG im Gelenkmechanismus?
    Wie funktioniert's?
  • 20. Ellips [5]
    snijdende lijnen Johan de Witt (16251672), raadpensionaris van de Staten van Holland,voegt op 8 oktober 1658 aan een brief aan frans van schooten de Jongere
    http://www.pandd.demon.nl/ellips/ellips5.htm
    Ellips-constructies met Cabri [5] Constructie Bewijs Kegelsneden Macro's voor kegelsneden ... Cabri Vorige Begin Volgende 5. Constructie gebaseerd op de verplaatsing van een lijnstuk (met vaste lengte) over twee snijdende lijnen
    Johan de Witt (1625-1672), raadpensionaris van de Staten van Holland, voegt op 8 oktober 1658 aan een brief aan Frans van Schooten de Jongere (1615-1660) "eene aenspraecke aan UE" toe, waarin (in vertaling van Dr.A.W.Grootendorst) hij schrijft: "Toen ik echter de leerboeken van de overige kromme lijnen -voorzover deze door de Ouden zijn overgeleverd en door jongeren zijn verklaard- nauwkeurig had bestudeerd, achtte ik het volslagen in te gaan tegen de natuurlijke orde -die men in de wiskunde zoveel mogelijk in acht moet nemen- dat men de oorsprong van deze krommen zoekt in een ruimtelijk lichaam en deze vervolgens overbrengt naar het platte vlak." De Witt stoorde zich blijkbaar aan het feit, dat de bekende kegelsneden door de Grieken (onder wie Apollonius van Perga ) de vlakke krommen via ruimtelijke beschouwingen genereerden, namelijk als doorsnijding van een kegel en een plat vlak.

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