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
Giacinto Morera
المؤلف:
C Somogliana
المصدر:
Giacinto Morera, Il Nuovo Cimento
الجزء والصفحة:
...
25-2-2017
229
Born: 18 July 1856 in Novara, Italy
Died: 8 February 1907 in Turin, Italy
Giacinto Morera, the son of a wealthy businessman, graduated in engineering and mathematics from the University of Turin in Italy, having attended the courses by Enrico D'Ovidio, Angelo Genocchi and Francesco Siacci. He considered Siacci to be not only his "teacher" in science and also his teacher about life. Morera extended his knowledge of mathematics, first at the University of Pavia in Italy under the direction of Eugenio Beltrami and Felice Casorati, then at the University of Pisa under the direction of Enrico Betti and Ulisse Dini, and finally in Leipzig with Adolph Meyer and Felix Klein.
He won the competition for the position of professor of rational mechanics at Genoa University, where he stayed and lived for fourteen years. At Genoa he was also professor of mathematical physics, became dean of the Faculty and rector of the University.
In 1900 he went to Turin University where he taught advanced and rational mechanics, both at the University and at the Polytechnic. There, as he had been in Genoa, he was appointed as dean of the Faculty of Science. He was member of the Academy of Sciences of Turin and of the Accademia dei Lincei.
Somigliana described Morera as a "correct and careful man", an "effective teacher", and wrote [1]:-
... it is not possible to argue that he was very creative; his brains were overall analytical and critical, so that he did not create new theories, but developed the ones which already existed [... his results consisted of] solutions to complicated and difficult problems.
Morera studied the fundamental problems which arise in dynamics with particular regard to the use of the Pfaff method applied to Jacobian systems of partial differential equations and to the problem of Lie transformations of the canonical equations of motion.
He developed the study of the harmonic functions, applying results due to Pizzetti, finding a simple expression for the inner and outer gravitational field of an ellipsoid, solving the Dirichlet problem. He was interested also in the Cauchy integral for the representation of functions of a complex variable, in the discontinuity of the differentials of the potential function and in the Gauss representation formula. Finally we note that he improved the proof of the Kirchhoff formula for the Huygens principle.
Articles:
- C Somogliana, Giacinto Morera, Il Nuovo Cimento (V) XVII (1909), 191-194.
- C Somogliana, Giacinto Morera, Atti Acc. Sci. Torino 45 (1909-10), 573-580.
الاكثر قراءة في 1850to1859
اخر الاخبار
اخبار العتبة العباسية المقدسة

الآخبار الصحية
