I. P. Natanson

V uchebnike izvestnogo sovetskogo matematika I. P. Natansona rassmotreny izmerimye mnozhestva i funktsii (odnoj i neskolkikh peremennykh); integral Lebega i ego obobschenija; summiruemye funktsii; integral Stiltesa; absoljutno nepreryvnye funktsii; singuljarnye integraly; funktsii s neogranichennymi oblastjami zadanija. Kniga sootvetstvuet uchebnym programmam universitetov. Vkljucheny (petitom) rjad voprosov, vykhodjaschikh za predely programmy. Otlichitelnaja osobennost uchebnika - jasnost i obschedostupnost dazhe samykh slozhnykh rassuzhdenij. Privedeno bolshoe kolichestvo uprazhnenij, v tom chisle vesma trudnykh.Uchebnik prednaznachen dlja studentov vuzov.

Translated and adapted from a popular Russian educational series, this concise book requires only some background in high school algebra and elementary trigonometry. It explores the fundamental concept of the integral calculus: the limit of the sum of an infinitely increasing number of infinitely decreasing quantities. Mastery of this concept enables the solution of geometry and physics problems and introduces the systematic study of higher mathematics.

Keine ausf hrliche Beschreibung f r "Theorie der Funktionen einer reellen Ver nderlichen" verf gbar.

Keine ausf hrliche Beschreibung f r "Konstruktive Funktionentheorie" verf gbar.

Keine ausf hrliche Beschreibung f r "Theorie der Funktionen einer Reellen Ver nderlichen" verf gbar.