Titlebook: Karl Weierstraß (1815–1897); Aspekte seines Leben Wolfgang König,Jürgen Sprekels Book 2016 Springer Fachmedien Wiesbaden 2016 200. Geburtst

collude

书目名称Karl Weierstraß (1815–1897)影响因子(影响力)




书目名称Karl Weierstraß (1815–1897)影响因子(影响力)学科排名




书目名称Karl Weierstraß (1815–1897)网络公开度




书目名称Karl Weierstraß (1815–1897)网络公开度学科排名




书目名称Karl Weierstraß (1815–1897)被引频次




书目名称Karl Weierstraß (1815–1897)被引频次学科排名




书目名称Karl Weierstraß (1815–1897)年度引用




书目名称Karl Weierstraß (1815–1897)年度引用学科排名




书目名称Karl Weierstraß (1815–1897)读者反馈




书目名称Karl Weierstraß (1815–1897)读者反馈学科排名

Vulnerable

,Building analytic function theory: Weierstraß’s approach in lecture courses and papers,ublished papers. The present paper offers an account of Weierstraß’s approach to function theory at various stages of his teaching based both on lecture notes from his courses taken by his students at various periods of time, and on relevant published papers as well.

昏迷状态

啤酒

Aggrandize

,Zur Biographie von Karl Weierstraß und zu einigen Aspekten seiner Mathematik,ill be discussed, and some details about Weierstraß’ attitude vis-à-vis Cantor and Riemann will be mentioned. Some hitherto neglected sources concerning Sofya Kovalevskaya, her relation to Weierstraß, her move to Berlin and her study at this place will be analyzed.

CURL

,Karl Weierstraß and the theory of Abelian and elliptic functions,rning the type of functions mentioned above. This was in particular the case after Riemann had given his view of the theory of general Abelian functions in 1857 which represented an other way of approach to the problem than Weierstraß’s but had some deficits in the details of the argumentation.

Nutrient

,Prelude: Gösta Mittag-Leffler and his quest for the Weierstraß legacy,r Weierstraß’s death it became a growing concern for Mittag-Leffler to collect and preserve as much as possible of the scientific material and biographical information related to Weierstraß. Through letters and documents at Institut Mittag-Leffler we may follow his modus operandi for achieving these ends.

航海太平洋

现代

st.Die Bedeutung von Weierstraß’ Werk bis zur heutigen Zeit..Der Berliner Mathematiker Karl Weierstraß (1815-1897) lieferte grundlegende Beiträge zu den mathematischen Fachgebieten der Funktionentheorie, Algebra und Variationsrechnung. Er gilt weltweit als Begründer der mathematisch strengen Beweisf

magenta