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         Bernoulli Johann:     more books (79)
  1. Der Briefwechsel Mit Jakob Bernoulli, Dem Marquis de L'Htpital U.A. (Der Briefwechsel Von Johann Bernoulli)
  2. Johann Bernoulli's Reisen durch Brandenburg, Pommern, Preussen, Kurland, Russland und Polen in den Jahren 1777 und 1778: Band I. Reise nach Danzig und ... dieser Stadt (German Edition) by Johann Bernoulli, 2001-12-11
  3. Johann Bernoulli's Reisen durch Brandenburg, Pommern, Preussen, Kurland, Russland und Polen in den Jahren 1777 und 1778. Band I. Reise nach Danzig und Beschreibung der Merkw?rdigkeiten dieser Stadt by Johann Bernoulli, 2010
  4. Abhandlungen Über Variations-Rechnung...: Th. Bernoulli, Johann. I. Einladung Zur Lösung Eines Neuen Problems [Problema Pure Geometricum, Acta Eruditorum, ... Schnellsten Falles, Progr (German Edition) by Jean Bernoulli, 2010-01-08
  5. University of Groningen Faculty: Johann Bernoulli, Ioan P. Culianu, Frits Zernike, Dirk Coster, Jacobus Kapteyn, Henk G. Sol
  6. Johann Bernoullis Reisen durch Brandenburg, Pommern, Preussen, Kurland, Russland und Polen in den Jahren 1777 und 1778. Band IV. Aufenthalt zu St. Petersburg, nebst dem Verzeichnis der kaiserl. Gemäldesammlung by Johann Bernoulli, 1780-01-01
  7. Die erste integralrechnung: eine auswahl aus Johann Bernoullis Mathematischen vorlesungen über die methode der integrale und anderes, aufgeschrieben zum ... aufhielt. Mit 119 textfi (German Edition) by Jean Bernoulli, 1969-12-31
  8. Johann Bernoullis Reisen durch Brandenburg, Pommern, Preussen, Kurland, Russland und Polen in den Jahren 1777 und 1778. Band III. Reise von Danzig nach Känigsberg, und von da nach Petersburg, im Jahr 1778 by Johann Bernoulli, 1779-01-01
  9. 18th-Century Swiss People: Jean-Jacques Rousseau, Leonhard Euler, Jakob Abbadie, Angelica Kauffmann, Johann Bernoulli
  10. Johann Bernoulli's Reisen durch Brandenburg, Pommern, Preussen, Kurland, Russland und Polen in den Jahren 1777 und 1778. Band V. Fortsetzung des Aufenthalts zu St. Petersburg, nebst einem Anhang von Moskau by Johann Bernoulli, 2010
  11. Johann Bernoulli's Reisen durch Brandenburg, Pommern, Preussen, Kurland, Russland und Polen in den Jahren 1777 und 1778: Band V. Fortsetzung des Aufenthalts ... einem Anhang von Moskau (German Edition) by Johann Bernoulli, 2001-12-21
  12. Der Briefwechsel von Johann I. Bernoulli: Band 1: Der Briefwechsel mit Jacob Bernoulli, dem Marquis de l'Hôpital u.a. (German Edition) (Vol 1) by Johann I Bernoulli, 1955-01-01
  13. Leibnizens mathematische Schriften. Abteilung 1. Band III. Briefwechsel zwischen Leibniz, Jacob Bernoulli, Johann Bernoulli und Nicolaus Bernoulli, Folge 3: Mathematik, Band 3, Abt. 1 by Gottfried Wilhelm von Leibniz, 2010
  14. Johann Bernoulli's Sammlung Kurzer Reisebeschreibungen V5: Jahrgang 1784 (1784) (German Edition) by Jean Bernoulli, 2009-08-10

41. UB Basel: Bernoulli-Edition
Translate this page An der zweiten Etappe mit vier Werkreihen (sie umfassen die Werke von johann I bernoulli,Jacob Hermann/Nicolaus I bernoulli, johann II, Jacob II und johann
http://www.ub.unibas.ch/spez/bernoull.htm
Bernoulli-Edition Ziel, Geschichte und Organisation Die Stammtafel der Mathematiker Bernoulli Das Basler Quellenmaterial Die editorische Erschliessung ... Personelles
Ziel, Geschichte und Organisation
Die Bernoulli-Edition hat zum Ziel, die Werke und Briefwechsel der Mathematiker, Physiker und Mediziner, welche die Familie Bernoulli im 17. und 18. Jahrhundert hervorgebracht hat, sowie diejenigen des Bernoulli-Schülers Jacob Hermann dem heutigen Leser durch eine kommentierte Ausgabe zu erschliessen.
Index
Die Stammtafel der Mathematiker
Jacob I
Johann I

Jacob HERMANN

Nicolaus I
...
Jacob II

Für biographische Informationen auf die Porträts (engl.) oder auf die Legenden (dt.) klicken. Index
Das Basler Quellenmaterial
Die öffentliche Bibliothek der Universität Basel verfügt über eine ausserordentlich umfangreiche Sammlung von Quellen zur Geschichte der Mathematik und der Naturwissenschaften besonders des 17. und 18. Jahrhunderts. Darunter nehmen die Materialien zu Leben und Werk der Mathematiker Bernoulli und Jacob Hermanns eine herausragende Stellung ein. Diese Materialien umfassen zum Beispiel:
  • umfangreiche Teile des Nachlasses von Daniel I, Daniel II, Jacob I, Jacob II, Johann I, Johann II, Johann III, Nicolaus I, Nicolaus II Bernoulli und von Jacob Hermann

42. Bernoulli, Johann
bernoulli, johann (16671748). Swiss mathematician who with his brother Jakobbernoulli pioneered German mathematician Gottfried Leibniz's calculus.
http://www.cartage.org.lb/en/themes/Biographies/MainBiographies/B/BernoulliJO/1.
Bernoulli, Johann
Swiss mathematician who with his brother Jakob Bernoulli pioneered German mathematician Gottfried Leibniz's calculus. He was the father of Daniel Bernoulli.
Johann also contributed to many areas of applied mathematics, including the problem of a particle moving in a gravitational field. He found the equation of the catenary 1690 and developed exponential calculus 1691.
Bernoulli was born in Basel and studied medicine, but became professor of mathematics at Groningen, the Netherlands, 1694-1705, and then at Basel. Both Johann and Jakob wrote papers on a wide variety of mathematical and physical subjects, and it is often difficult to separate their work, although they never published together.

43. Mathematicians
Translate this page Banneker, Benjamin Banu, Musa Barrow, Isaac Bayes, Reverend Thomas Beltrami, Eugeniobernoulli, Daniel bernoulli, Jakob bernoulli, johann Bessel, Friedrich
http://www.cartage.org.lb/en/themes/Biographies/Categories/Scientists/Mathematic
Babbage, Charles
Baker, Alan

Balmer, Johann Jakob

Banneker, Benjamin
Babbage, Charles
Baker, Alan

Balmer, Johann Jakob

Banneker, Benjamin
...
Byron, Augusta Ada

44. Mathematician Index
Archytas Argand, Jean Robert Aristarchus Aristotle Barrow, Isaac bernoulli, Danielbernoulli, Jacob bernoulli, Jacob(II) bernoulli, johann bernoulli, johann(II
http://members.fortunecity.com/kokhuitan/mathematicianindex.html
Index of Mathematicians
Abel, Niels Henrik
Apollonius

Archimedes

Archytas
...
Zeno
Return to Maths Homepage

45. Bernoulli Family
1807). Nicolaus(I) was a nephew of Jacob bernoulli and johann bernoulli.Jacob(II) and johann(III) are both sons of johann(II).
http://members.fortunecity.com/kokhuitan/bernoulli.html
The Mathematics of the Bernoulli Family (Swiss)
The Bernoullis are a family of mathematicians. The most famous of them all are the brothers Jacob and Johann, whose father is Nicolaus (1623-1708). Among the wide range of Mathematics pertaining to the Bernoullis are Bernoulli Numbers, Bernoulli Differential Equation, Bernoulli's Principle of Fluid Dynamics, Bernoulli Trial, Bernoulli Inequality, etc. Jacob (1654-1705) is the first of the Bernoullis to make Mathematics a career, despite pressure to seek a career elsewhere. He contributed greatly to Calculus, Infinite Series and Probability. In particular, he published the Law of Large Numbers in 1689. This Law states that if an experiment of an event is carried out a large number of times, then the relative frequency of the event occurring equals the corresponding probability.
He also solved what is now called Bernoulli Differential Equation: y' = p(x)y + q(x)y n Among his other works are:
  • A general method to determine evolutes of a curve as the envelope of its circles of curvature.    
  • Caustic curves of parabola, logarithmic spiral and epicycloids (1692-93)    
  • 46. The Works Of Daniel Bernoulli
    Daniel bernoulli Daniel, the second son of johann I bernoulli, was born inGroningen. He studied medicine at Basel, Heidelberg and Strasbourg.
    http://www.birkhauser.ch/books/math/bernoulli/daniel.html
    Home Highlights Mathematics Search ... Show shopping cart Daniel Bernoulli Works Bernoulli Family Jacob Bernoulli Johann I Bernoulli Daniel Bernoulli
    Daniel, the second son of Johann I Bernoulli, was born in Groningen. He studied medicine at Basel, Heidelberg and Strasbourg. Continuing his education in Venice, he became increasingly involved in mathematics. In 1725, Daniel was appointed to the Imperial Academy of St. Petersburg, together with his brother Nicolaus II. There he turned his attention to mechanics and wrote the first draft of his Hydrodynamica ; the final version, his most important single work, was to be published in Strasbourg in 1738. In 1733, Daniel returned to Basel, at first to the chair of anatomy and botanics; in 1743 he became professor of medicine, and in 1750 he was finally appointed to the chair of physics. In more than seventy papers published in various journals, Daniel treated problems in physics and mathematics, some of them involving applications of probability theory. He was awarded the prize of the Paris ten times. Daniel Bernoulli died in Basel in 1782.

    47. Daniel, Jakob & Johann Bernoulli
    johann bernoulli, Hauptseite/Main Page. Deutsch, English.
    http://www.niester.de/p_natwis/bernoulli/bernoulli.html

    Hauptseite/Main Page
    Deutsch English Bernoulli, Daniel ( 1700 - 1782 ) Bernoulli, Daniel Daniel Bernoulli and the making of the fluid equation Bernoulli, Jakob (1654-1705) from Eric Weisstein's Treasure Trove of Scientific Biography ... Bernoulli, Johann (1667-1748) from Eric Weisstein's Treasure Trove of Scientific Biography Erstellt am:

    48. The Science Bookstore - Chronology
    AD, bernoulli, johann (I) Born 7/27/1667 Died 1/1/1748, 1667 AD, bernoulli bernoulli.bernoulli, johann (III) Died 11/4/1744, 1744 AD, Email
    http://www.thesciencebookstore.com/chron.asp?searchstring=Bernoulli

    49. The Science Bookstore - Books
    bernoulli, johann. Der Briefwechsel von johann bernoulli. Basel Birkhauser, 1955.530 Royal 8vo. L'Hôpital was taught calculus by johann bernoulli in 1691.
    http://www.thesciencebookstore.com/bookmain.asp?bookcat=Mathematics

    50. BiblioDb
    Translate this page bernoulli, Jacob (Jacques). bernoulli, Johan II. bernoulli, johann. bernoulli,johann III. bernoulli, Nicolaus II. Bernstein, Peter L. Black, Fischer.
    http://aleasrv.cs.unitn.it/bibliodb.nsf/Pernome?OpenForm

    51. Bioberno
    Back to the Table of Contents johann bernoulli (Aug 6,1667Jan 1,1748). Allin all, johann bernoulli made a very lasting impression on history.
    http://www.andrews.edu/~calkins/math/biograph/199899/bioberno.htm
    Back to the Table of Contents
    Johann Bernoulli
    (Aug 6,1667-Jan 1,1748)
    The Bernoulli family was probably the most notable mathematical family in world history. There were ten notable intellectuals over three generations. The three most significant were Jacob, Daniel, and Johann. Also of importance were Johann's brother Nicolaus I, Nicolaus I's son Nicolaus II, Johann's sons Nicolaus III and Johann II, and his grandsons Johann III, Jacob II, and Daniel II. Here is a family tree to help straighten things out. However, Johann made the biggest name for himself, so we will focus on his life, and methods that resulted in his contributions to modern mathematics. Below is a list of his personal information.
    PERSONAL FACTS
    He was born in Basel, Switzerland on August 6, 1667. He died in Basel, Switzerland on January 1, 1748. He enrolled in Basel in 1683; began to study medicine in 1685. He was schooled at Basel University and earned a M.A. and M.D. He received the medicine license in 1690. In 1694, he received a doctoral dissertation in iatromathematics. He was called the "Grandseigneur of the science of mathematics" On a darker note he had a rocky relationship with Jacob and Daniel; he frequently took part in belittling chatter with the former, and once deliberantly plagarized one of the latter's papers.

    52. Bernoulli
    Translate this page Fue maestro de Leonhard Euler y padre de Daniel bernoulli (famoso por sustrabajos en hidráulica), Nicolaus bernoulli y johann (II) bernoulli.
    http://www.terra.es/personal/jftjft/Historia/Biografias/Bernoulli.htm
    Los Bernoulli
    Fecha de primera versión: 15-11-97
    Fecha de última actualización: Los hijos de los genios, de cualquier ciencia o arte, no suelen ser genios. Está claro que el genio no se hereda. Los Bernoulli son la excepción: Tres generaciones de matemáticos tiene esta familia. La saga comienza con Jacob I y Johann I. En la segunda generación, tres hijos de Johann I, Daniel I Johann II y Nicolás II y un sobrino, Nicolas I. En la tercera generación, tres hijos de Nicolas II, Johann III, Daniel II y Jacob II. Todos fueron matemáticos destacables, especialmente Jacob I y Johann I. Los Bernoulli eran originarios de los Paises Bajos pero huyeron a Suiza por la persecución que los españoles (concretamente el Duque de Alba, en el reinado de Felipe II) hicieron a los que no eran católicos. Los padres de los Bernoulli eran personas influyentes. El padre tenía una tienda de especias y la madre era de una familia de banqueros.
    Jackob Bernoulli
    Nació el 6 de febrero de 1655 en Basilea (Suiza)
    Murió el 16 de agosto de 1705 en Basilea (Suiza) También conocido como Jacques (en francés), y James (en ingles). Nació en Basilea, Suiza.

    53. Bernojohann
    Translate this page bernoulli, johann (II). 1710-1790. johann (II) bernoulli era uno delos tres hijos de johann bernoulli. Originalmente estudió
    http://www.sectormatematica.cl/biografias/bernojohann.htm
    Bernoulli, Johann (II) Johann (II) Bernoulli era uno de los tres hijos de Johann Bernoulli. Originalmente estudió leyes pero volvió a las matemáticas y fue nombrado para ocupar una cátedra en Basilea. Sus investigaciones sobre cálculo diferencial quedaron recogidas en la obra de L'Hopital. Está considerado como el fundador del cálculo exponencial.

    54. Encyclopædia Britannica
    outstanding harpsichordist, bernoulli, johann major member ofthe bernoulli family of Swiss mathematicians. He investigated
    http://search.britannica.com/search?query=Johann Koerbecke

    55. Encyclopædia Britannica
    Did you mean bernoulli, johann (Swiss math.), Log In or Subscribe Now. bernoulli,johann major member of the bernoulli family of Swiss mathematicians.
    http://search.britannica.com/search?query=Johann Bernoulli

    56. Daniel Bernoulli And The Making Of The Fluid Equation
    (johann bernoulli never credited Newton with his discoveries in connection Danielput in the frontispiece Hydrodynamica, by Daniel bernoulli, Son of johann .
    http://plus.maths.org/issue1/bern/
    PRIME NRICH PLUS
    Current Issue
    ... Subject index
    Issue 23: Jan 03 Issue 22: Nov 02 Issue 21: Sep 02 Issue 20: May 02 Issue 19: Mar 02 Issue 18: Jan 02 Issue 17: Nov 01 Issue 16: Sep 01 Issue 15: Jun 01 Issue 14: Mar 01 Issue 13: Jan 01 Issue 12: Sep 00 Issue 11: Jun 00 Issue 10: Jan 00 Issue 9: Sep 99 Issue 8: May 99 Issue 7: Jan 99 Issue 6: Sep 98 Issue 5: May 98 Issue 4: Jan 98 Issue 3: Sep 97 Issue 2: May 97 Issue 1: Jan 97
    Daniel Bernoulli and the making of the fluid equation
    by D.A. Quinney Daniel Bernoulli 1700-1782
    Source: The Turner Collection, Keele University.
    Daniel Bernoulli was born on January 29th 1700. He came from a long line of mathematicians. His father Johann was head of mathematics at Groningen University in the Netherlands. The family was prone to bitter rivalry: something he was to suffer when he became estranged from his father some 30 years later. At the age of five, the Bernoulli family returned home to Basel in Switzerland, so that Johann's wife could be with her ailing father. Some years earlier Johann had applied to become professor of mathematics at Basel University, but this was denied him because his elder brother, Jakob had deliberately schemed to prevent him getting the post. Later Jakob got the professorship. En route to Basel, Johann learned that Jakob had just died of tuberculosis. He later recalled rather shamelessly that " ... I could succeed to my brother's position." He set about lobbying for the vacant position and in less than two months he got his way.

    57. Tensen Physics (17th Century)
    1661 1670 bernoulli, johann(1667-1748), de Fermat (1601-1665), Huygens(1625-1695), Leibniz (1646-1714/16), Newton (1642-1727) and others.
    http://www.mcm.edu/~christej/dictionary/history/h16--.html
    Millenium:
    Century: Previous Current Next
    Previous
    ... Next Scientific Contemporaries
    de Fermat , ...and others de Fermat , ...and others de Fermat Huygens , ...and others de Fermat Huygens , ...and others de Fermat Huygens Leibniz ... Newton ...and others de Fermat Huygens Leibniz ... Newton ...and others Bernoulli , Johann de Fermat Huygens Leibniz Newton ...and others Bernoulli , Johann Huygens Leibniz Newton ...and others Bernoulli , Johann Huygens Leibniz Newton ...and others Bernoulli , Johann Huygens Leibniz Newton ...and others

    58. Modelo De Johann I. Bernoulli
    Translate this page Modelo de johann I. bernoulli (Model) 1667-1748 Fue usado por (It was used by)Daniel Castañeda, en su estudio de (in his study of) 1930 N=170/(L+0.6*d
    http://www.geocities.com/rvelaz.geo/tesis/f130/johann.htm
    Modelo de Johann I. Bernoulli (Model) 1667-1748
    , en su estudio de (in his study of) 1930:
    N=170/(L+0.6*d) , donde (where):
    L=Longitud, desde la boca al hoyo (Length from the mouth) (m);
    170=340(velocidad del sonido usada)(sound speed)/2
    NOTAS:
    Serie 4=Frecuencias calculadas con factor = 1.37 (Calculated Frequencies with factor)
    Resultados:
    (Results:
    The measured frequencies varies, in a range, with the input air flow velocity. The measured frequencies do not adjust the calculated data with the equation, because the influence of mouth and tone holes dimentions in the length of this little flute.)

    59. Johann
    johann bernoulli. July 27th 1667 January 1, 1748. johann was upon. Whilein Holland, johann had sons Daniel and johann (II) bernoulli. In
    http://www.frc.mass.edu/smabrouk/calculus_III/History_Student_Web_Pages/Baker_La
    Johann Bernoulli
    July 27th 1667- January 1, 1748 Johann was the 10th child of Nicolaus and Margaretha Bernoulli and brother to Jakob Bernoulli. When Johann was born Jakob was already twelve years old and therefore, had an influence on his mathematical career. By the age of fifteen, Johann's parents wanted him to go into the family spice business. After working for one year in 1683, Johann entered the University of Basel.
    He entered the University to study medicine, despite his liking for mathematics and mathematical physics. He was studying mathematics under his brother Jakob and spent most of his time studying Leibniz's theories on calculus. Within the matter of two years, Johann was equal in mathematical skill to his brother Jacob.
    In 1691, Johann traveled to Geneva where he gave lectures on differential calculus. Johann continued onto Paris, where he met many important mathematicians such as, de L'Hopital. Bernoulli began discussing many concepts of calculus with de L'Hopital whom paid him well for sharing his knowledge. These sessions went on for quite a some time as they continued when Johann returned to Basel. He was generously compensated for his instruction, which was equivalent to half a professor’s salary. de L'Hopital knew that with Johann's help he was assured a place in the history of mathematics since he published the first calculus book Analyse des infiniment petits pour l'intelligence des lignes courbes

    60. Canterary
    There were many solutions for this problem by 5 different mathematicans, Jakobbernoulli, johann bernoulli, Gottfreid Leibniz, de L'Hopital and aslo an
    http://www.frc.mass.edu/smabrouk/calculus_III/History_Student_Web_Pages/Baker_La
    Catenary Problem The Catenary problem (catenary means chain) was proposed in the Acta Eruditorium in May 1690 By Jakob Bernoulli stated: "To find the curve assumed by a loose string
    hung freely from two fixed points"
    In June 1691 there was three solutions published, from Leibniz, Huygens and Johann Bernoulli. Jakob was unable to solve this problem. Even though each one of these mathematicians approached this problem in three different ways the same result came out which was the Catenary curve The Equation for the Catenary Curve is y= e^ +e^ /2a
    home page
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    Brachistchrone Problem
    By Johann Bernoulli
    "given two points A and B in a vertical Plane, what is the curve
    traced out by a point acted on only by gravity, which
    starts at A and reaches B in the shortest time?"

    There were many solutions for this problem by 5 different mathematicans, Jakob Bernoulli, Johann Bernoulli, Gottfreid Leibniz, de L'Hopital and aslo an anoymous mathematican who was later identified as Sir Isacc Newton. All five solutions were correct, however Johann's was the first to use the cycloid as limit of strips.
    done using maple
    In Greek Brachisto means shortest and Chone mean Time.

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