1

المرجع الالكتروني للمعلوماتية

تاريخ الرياضيات

الاعداد و نظريتها

تاريخ التحليل

تار يخ الجبر

الهندسة و التبلوجي

الرياضيات في الحضارات المختلفة

العربية

اليونانية

البابلية

الصينية

المايا

المصرية

الهندية

الرياضيات المتقطعة

المنطق

اسس الرياضيات

فلسفة الرياضيات

مواضيع عامة في المنطق

الجبر

الجبر الخطي

الجبر المجرد

الجبر البولياني

مواضيع عامة في الجبر

الضبابية

نظرية المجموعات

نظرية الزمر

نظرية الحلقات والحقول

نظرية الاعداد

نظرية الفئات

حساب المتجهات

المتتاليات-المتسلسلات

المصفوفات و نظريتها

المثلثات

الهندسة

الهندسة المستوية

الهندسة غير المستوية

مواضيع عامة في الهندسة

التفاضل و التكامل

المعادلات التفاضلية و التكاملية

معادلات تفاضلية

معادلات تكاملية

مواضيع عامة في المعادلات

التحليل

التحليل العددي

التحليل العقدي

التحليل الدالي

مواضيع عامة في التحليل

التحليل الحقيقي

التبلوجيا

نظرية الالعاب

الاحتمالات و الاحصاء

نظرية التحكم

بحوث العمليات

نظرية الكم

الشفرات

الرياضيات التطبيقية

نظريات ومبرهنات

علماء الرياضيات

500AD

500-1499

1000to1499

1500to1599

1600to1649

1650to1699

1700to1749

1750to1779

1780to1799

1800to1819

1820to1829

1830to1839

1840to1849

1850to1859

1860to1864

1865to1869

1870to1874

1875to1879

1880to1884

1885to1889

1890to1894

1895to1899

1900to1904

1905to1909

1910to1914

1915to1919

1920to1924

1925to1929

1930to1939

1940to the present

علماء الرياضيات

الرياضيات في العلوم الاخرى

بحوث و اطاريح جامعية

هل تعلم

طرائق التدريس

الرياضيات العامة

نظرية البيان

الرياضيات : علماء الرياضيات : 1780to1799 :

Louis Paul Emile Richard

المؤلف:  J Itad

المصدر:  Biography in Dictionary of Scientific Biography

الجزء والصفحة:  ...

19-7-2016

442

 

Born: 31 March 1795 in Rennes, France
Died: 11 March 1849 in Paris, France


Louis Richard's father was a lieutenant colonel in the artillery. Louis was the eldest of his parents' four children and his parents would certainly have expected him to follow in his father's footsteps and join the military. He was left with a physical impediment as a result of a childhood accident so he was unable to pursue the military career that both he and his parents had wished. He therefore decided to become a teacher of mathematics and so train men many of whom would indeed progress to military careers themselves.

He taught mathematics at the lycée at Douai, a town on the river Scarpe south of Lille, from 1814. While teaching at this lycée he became friendly with a student A J H Vincent, who later became a famous historian of Greek mathematics. Richard continued his friendship with Vincent after he left Douai.

In 1815 he was appointed professor at the Collège de Pontivy, being given the title of Professor of Special Mathematics in the following year. Pontivy is a town in Brittany which Napoleon had designed and used as his military base (renaming it Napoleonville). These military connections must have been to Richard's liking. In 1920 he went to Paris where he was appointed to teach mathematics at the Collège Saint-Louis. Remaining in Paris, he then taught at the famous Collège Louis-le-Grand where he was given the chair of Special Mathematics in 1822. Richard held this post for twenty-seven years until his death at the age of 53.

The Collège Louis-le-Grand was an ancient educational establishment founded in 1563. It was situated in the heart of the student area of Paris close to the Sorbonne and the Collège de France. The main function of the school was to prepare pupils for the entrance examinations to the École Polytechnique and École Normale Supérieure. It had an outstanding reputation in this function with a high success rate. Richard was an extremely talented teacher who was given the freedom to devise his own approach to getting the best educational results. Not only did he achieve excellent results from his pupils but, perhaps even more importantly, he also did an outstanding job in firing their interest in research in mathematics.

Richard perhaps attained his greatest fame as the teacher of Galois and his report on him which stated:-

This student works only in the highest realms of mathematics....

is well known. However, he also taught several other mathematicians whose biographies are included in this archive including Le Verrier, Serret and Hermite. He fully realised the significance of Galois' work and so, fifteen years after he left the college, he gave Galois' student exercises to Hermite so that a record of his school-work might be preserved. It is probably fair to say that Richard chose to give them to Hermite since in many ways he saw him as being similar to Galois. Under Richard's guidance, Hermite read papers by Euler, Gauss and Lagrange rather than work for his formal examinations, and he published two mathematics papers while a student at Louis-le-Grand.

Despite being encouraged by his friends to publish books based on the material that he taught so successfully, Richard did not wish to do so and so published nothing. This is indeed rather unfortunate since it would now be very interesting to read textbooks written by the teacher of so many world-class mathematicians.


 

  1. J Itad, Biography in Dictionary of Scientific Biography (New York 1970-1990). 
    http://www.encyclopedia.com/doc/1G2-2830903658.html

Articles:

  1. O Terquem, Louis Paul Emile Richard, Nouvelles annales de mathématique 8 (1849), 448-451.

 

EN

تصفح الموقع بالشكل العمودي