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Topic: Summability theory

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	The Math Forum - Math Library - Sequences/Series
		A short article designed to provide an introduction to sequences and series, the most common examples of limiting processes; convergence criteria and rates of convergence are as important as finding "the answer." Particular series of interest (e.g.
		Some articles may be downloaded in PDF or DVI format.
		Topics include Algebra, Geometry, Calendars, Number Theory, and reviews of mathematics-related books.
	www.mathforum.org /library/topics/sequence_series (1197 words)

	[No title]
		Specialists began to develop in different fields: Mazur worked in linear methods of summability, Auerbach in differential geometry, Schauder in partial differential equations, Kaczmarz and Orlicz in orthogonal series, Nikliborc in celestial mechanics and figures of equilibrium; to mention only a few examples.
		The school of Banach was occupied with the theory of operators, the school of Kuratowski (at Polytechnic up to 1934) with topology, the school of Chwistek with mathematical logic; I tried to direct my students into the direction of probability theory and applied mathematics.
		In 1938 when Henri Lebesgue became doctor honoris causa at Lwów University, in his official speech he mentioned that the Metaxas prize was shared by Leray and Schauder.
	www-users.mat.uni.torun.pl /~tmna/htmls/mem1.html (5070 words)

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