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...''-semigroups]]. Yosida studied<ref>{{cite book|author=Kosaku Yosida|title=Functional Analysis|year=1970|publisher=Springer-Verlag|pages=cover}}</ref> mathematic * [[Functional analysis]] ...

| fields = Functional analysis ...bscription}}</ref> He was one of the major figures of the Soviet school of functional analysis. In the 70s he emigrated to [[Israel]] and was on the faculty of [ ...

Arens worked in [[functional analysis]], and was a professor at [[UCLA]] for more than 40&nbsp;years. He [[Category:American mathematical analysts]] ...

...main research areas were [[approximation theory]], [[complex analysis]], [[functional analysis]], and [[partial differential equation]]s. He was also interested [[category:American mathematical analysts]] ...

| known_for = [[Functional analysis]]<br>[[Krein space]]<br />[[Krein's condition]]<br />[[M._Riesz_ex ...ician, one of the major figures of the [[Soviet Union|Soviet]] school of [[functional analysis]]. He is known for works in [[operator theory]] (in close connecti ...

...essor emeritus at the [[George Washington University]]. His specialty is [[functional analysis]], particularly [[bounded operator]]s on [[Hilbert space]]s. * {{Conway A Course in Functional Analysis}} <!-- {{sfn | Conway | 1990 | p=}} --> ...

| known_for = [[Functional analysis]]<br />[[Integral equation]]s<br />[[Ergodic theory]]<br />[[Weak ...C&pg=PA13]</ref> [[mathematician]] who made fundamental contributions to [[functional analysis]], as did his younger brother [[Marcel Riesz]]. ...

...[[Radon measure]] concept of [[Measure (mathematics)|measure]] as [[linear functional]]; [[Category:Variational analysts]] ...

...ies of [[Function (mathematics)|functions]] and [[functional (mathematics)|functional]]s in particular. In 1930 he published his most notable book, the ''Zarys t [[Category:Functional analysts]] ...

...e important contributions to geometrical methods in linear and [[nonlinear functional analysis]] and to the study of [[Banach algebra]]s. He was also interested [[Category:Functional analysts]] ...

| known_for = [[Functional analysis]] ...was a [[Romania]]n [[mathematician]], founder of the Romanian school of [[functional analysis]]. ...

...d-point theorem]]<br />[[Schauder estimates]]<br />[[Open mapping theorem (functional analysis)|Banach–Schauder theorem]]<br />[[Haar wavelet#Haar system on the ...a Polish [[List of mathematicians|mathematician]] known for his work in [[functional analysis]], [[partial differential equations]] and [[mathematical physics]] ...

...thematician]] of [[Lwów School of Mathematics]]. His main interests were [[functional analysis]] and [[topology]]: [[Orlicz space]]s are named after him.<ref>{{C [[Category:Functional analysts]] ...

[[Category:Functional analysts]] ...

In [[mathematics]], specifically [[functional analysis]], a series is '''unconditionally convergent''' if all reorderings | title=Banach spaces for analysts ...

...h; 14 August 2015) was a British [[mathematician]] known for his work in [[functional analysis]]. In [[operator theory]], he is best known for his work in the 19 [[Category:Functional analysts]] ...

[[Category:Functional analysts]] [[Category:Mathematical analysts]] ...

...an people|Soviet]] [[mathematician]] who made important contributions to [[functional analysis]] and [[mathematical physics]]. ...ly two years older than Naimark, but had already built a research group in functional analysis, and they worked together on some of Naimark's first works on symm ...

...volume= 11 |issue= 2 |pages= 165–184}}</ref> Many [[Lithic analysis|lithic analysts]] maintain that the only true scrapers are defined on the base of use-wear, ...e ones that have been resharpened and used to the point of being no longer functional. ...

...d [[approximation theory]]. His most important achievements were made in [[functional analysis]], especially, in the theory of [[Hilbert space|Hilbert space oper * {{Riesz Szőkefalvi-Nagy Functional Analysis Dover 1990}} <!--{{sfn|Riesz|Sz.-Nagy|1990|p=}}--> ...