Suchergebnisse
Suchergebnisse:
Issai SCHUR (10a de Januaro 1875 – 10a de Januaro 1941) estis rusa matematikisto kiu laboris en Germanio dum plej parto de sia vivo. Li studis en la Universitato de Berlino. Li akiris sian doktorigon en 1901, iĝis instruisto en 1903 kaj, post restado en la
28. Aug. 2013 · A list of publications by Issai Schur, and Ferdinand Frobenius. Ask Question Asked 10 years, 10 months ago. Modified 10 years, 10 months ago. Viewed 220 times 3 $\begingroup$ I'm interested in works of Frobenius and Schur and I am wonderi ...
Historical Introduction; Issai Schur and the Early Development of the Schur Complement 0.0 Introduction and mise-en-scene In this introductory chapter we comment on the history of the Schur com plement from 1812 through 1968 when it was so named and given a notation. As Chandler & Magnus [113, p. 192] point out, "The coining of new techni
13. Juni 2007 · Contributions of Issai Schur to Analysis. H. Dym, V. Katsnelson. Published 13 June 2007. Mathematics. arXiv: Classical Analysis and ODEs. The name Schur is associated with many terms and concepts that are widely used in a number of diverse fields of mathematics and engineering. This survey article focuses on Schur's work in analysis.
1. Juni 2022 · In 1956 Henry Alder conjectured a weaker extension of Schur’s theorem, that the number of partitions of ninto parts differing by at least d is always greater than or equal to the number of partitions of ninto parts congruent to +1 or –1 modulo d+3. In 1971 George Andrews proved this for the cases where dis one less than a power of 2.
After some biographical remarks about Issai Schur (1875–1941), we note that he attended the Nicolai Gymnasium in Libau (Kurland) from 1888 to 1894 and suggest that the adjectival noun Nicolai is used here in honour of Saint Nicholas of Bari, Bishop of Myra, who is widely associated with Christmas and after whom Santa Claus is named. We also comment on the fact that Issai Schur published ...
Abstract. Ferdinand Georg Frobenius (1849-1917) and Issai Schur (1875-1941) ranked among the most distinguished representatives of what may be called the Berlin algebraic tradition. The tradition originated with Frobenius’s teachers Weierstrass and Kronecker, was carried on by Frobenius, and handed down from Frobenius to Schur who was its ...
