Nikolai Bugaev was well known for his influential philosophical essays, in which he decried geometry and probability and trumpeted the virtues of hard analysis.
Properties of sets of small finite ranks are important in measure theory and analysis.
In German speaking countries he is best known for his popular two-volume introduction into real analysis, Lehrbuch der Analysis.
Poisson, Liouville, Fourier and others studied partial differential equations and harmonic analysis.
Originally best known for his collaboration with Barry Simon on an extensive series of widely adopted graduate texts, Methods of Modern Mathematical Physics (four volumes) published from 1972 to 1978, Reed has since worked predominantly in applications of analysis to biology.
Fatou's work had very large influence on the development of analysis in the 20th century.
The System 21 was aimed, among others, at applications such as mathematical and statistical analysis, business data processing, data entry and media conversion, and educational/classroom use.
American Mathematical Society | analysis | Courant Institute of Mathematical Sciences | mathematical physics | functional analysis | Mathematical Association of America | Fourier analysis | William Lowell Putnam Mathematical Competition | Mathematical analysis | mathematical analysis | Infrared Processing and Analysis Center | Genetic analysis | Mathematical singularity | harmonic analysis | SWOT analysis | International Mathematical Union | International Mathematical Olympiad | International Institute for Applied Systems Analysis | Formal concept analysis | Dannie Heineman Prize for Mathematical Physics | Cluster analysis | Canadian Mathematical Society | Behavioral Analysis Unit | Schenkerian analysis | Notices of the American Mathematical Society | mathematical model | Isotope analysis | intelligence analysis | Asymptotic analysis | Trend analysis |
Félix Pollaczek (1 December 1892 in Vienna – 29 April 1981 at Boulogne-Billancourt) was an Austrian-French engineer and mathematician, known for numerous contributions to number theory, mathematical analysis, mathematical physics and probability theory.
Hans Adolph Rademacher (3 April 1892, Wandsbeck, now Hamburg-Wandsbek – 7 February 1969, Haverford, Pennsylvania, USA) was a German mathematician, known for work in mathematical analysis and number theory.
He has made contributions to areas of mathematics connected to probability theory and mathematical analysis, including Malliavin calculus, heat kernel estimates, and mathematical models for coagulation and fragmentation.
Jean Frédéric Auguste Delsarte (October 19, 1903, Fourmies – November 28, 1968, Nancy) was a French mathematician known for his work in mathematical analysis, in particular, for introducing mean-periodic functions and generalised shift operators.
He also substantially contributed to the development of the theory of capacities, nonlinear potential theory, the asymptotic and qualitative theory of arbitrary order elliptic equations, the theory of ill-posed problems, the theory of boundary value problems in domains with piecewise smooth boundary.
In mathematical analysis, the Whitney covering lemma asserts the existence of a certain type of partition of an open set in a Euclidean space.
The Cambridge Centre for Analysis (CCA) is a Centre for Doctoral Training which offers a PhD course in mathematical analysis at the University of Cambridge, directed by Professor James R. Norris and Professor Arieh Iserles.
In the early 60's he joined the Department of Mathematical Analysis of the University of Pavol Jozef Šafárik in Košice.
Drake showed how the complex interaction of experimental measurement and mathematical analysis led Galileo to his law of falling bodies.
Calculus of variations, a field of mathematical analysis that deals with maximizing or minimizing functionals
Born in Christiania, Bjerknes enjoyed an early exposure to fluid dynamics, as assistant to his father, Carl Anton Bjerknes, who had discovered by mathematical analysis the apparent actions at a distance between pulsating and oscillating bodies in a fluid, and their analogy with the electric and magnetic actions at a distance.