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Johann Friedrich Pfaff (talora scritto Friederich) (Stoccarda, 22 dicembre 1765 – Halle, 21 aprile 1825) è stato un matematico tedesco, noto per i suoi studi sulle equazioni alle derivate parziali del primo ordine (ora chiamati sistemi pfaffiani) che sono entrati a far parte della teoria delle forme differenziali e per essere ...
Johann Christian Martin Bartels. Johann Friedrich Pfaff (sometimes spelled Friederich; 22 December 1765 – 21 April 1825) was a German mathematician. He was described as one of Germany's most eminent mathematicians during the 19th century. He was a precursor of the German school of mathematical thinking, under which Carl Friedrich ...
Quick Info. Born. 22 December 1765. Stuttgart, Württemberg (now Germany) Died. 21 April 1825. Halle, Saxony (now Germany) Summary. Johann Friedrich Pfaff was an influential German mathematician who worked on systems of partial differential equations. View two larger pictures. Biography.
Johann Friedrich Pfaff (* 22. Dezember 1765 in Stuttgart; † 21. April 1825 in Halle (Saale)) war ein deutscher Mathematiker und Mitglied einer Dynastie von Universitäts-Professoren. Er lehrte an den Universitäten Helmstedt und Halle, wo er sich vor allem mit Analysis und partiellen Differentialgleichungen befasste.
PFAFF, JOHANN FRIEDRICH (b. Stuttgart, Germany, 22 December 1765; d. Halle, Germany, 21 April 1825) mathematics. Pfaff came from a distinguished family of Wurttemberg civil servants.
17 apr 2024 · Johann Friedrich Pfaff was a German mathematician who proposed the first general method of integrating partial differential equations of the first order. Pfaff was professor of mathematics at the University of Helmstedt from 1788 until 1810, when he was appointed professor of mathematics at the.
Johann Friedrich Pfaff (talora scritto Friederich) (Stoccarda, 22 dicembre 1765 – Halle, 21 aprile 1825) è stato un matematico tedesco, noto per i suoi studi sulle equazioni alle derivate parziali del primo ordine (ora chiamati sistemi pfaffiani) che sono entrati a far parte della teoria delle forme differenziali e per essere stato ...
