Mathematician:Konrad Hermann Theodor Knopp

Mathematician
German mathematician who worked on generalized limits and complex functions.

Nationality
German

History

 * Born: 22 July 1882 in Berlin, Germany
 * 1901: One semester at University of Lausanne
 * 1902: University of Berlin
 * 1906: Received qualification to teach at University of Berlin
 * 1907: Doctorate from University of Berlin
 * 1908: Travelled to Japan to teach in Nagasaki
 * 1909: Travelled in India and China
 * 1910: Returned to Germany, married the painter Gertrud Kressner
 * 1910: Moved to Tsingtao, eastern Shantung province, China
 * 1910 -- 1911: Taught at the German-Chinese academy in Tsingtao
 * 1911: Returned to Germany, taught at Military Technical Academy and Military Academy
 * 1914: Wounded in action in World War I, returned to teaching at Berlin University
 * 1915: Appointed as extraordinary professor at Königsberg
 * 1919: Became ordinary professor at Königsberg
 * 1926: Appointed to chair of mathematics at Tübingen University
 * 1950: Retired
 * Died: 20 April 1957 in Annecy, France

Publications

 * 1907: Grenzwerte von Reihen bei der Annäherung an die Konvergenzgrenze (degree thesis)
 * 1918: Co-founder of, with and
 * 1922: Theorie und Anwendung der Unendlichen Reihen
 * 1936: Elemente der Funktionentheorie
 * 1953: Elements of the Theory of Functions (translation of Elemente der Funktionentheorie from 1936)
 * 1922: Theorie und Anwendung der Unendlichen Reihen
 * 1936: Elemente der Funktionentheorie
 * 1953: Elements of the Theory of Functions (translation of Elemente der Funktionentheorie from 1936)
 * 1936: Elemente der Funktionentheorie
 * 1953: Elements of the Theory of Functions (translation of Elemente der Funktionentheorie from 1936)
 * 1936: Elemente der Funktionentheorie
 * 1953: Elements of the Theory of Functions (translation of Elemente der Funktionentheorie from 1936)
 * 1953: Elements of the Theory of Functions (translation of Elemente der Funktionentheorie from 1936)


 * Published the 6th edition of Höhere Mathematik: eine Einführung für Studierende und zum Selbststudium by