initi final valu abelian theorem concern transform function result which known behavior function it domain variabl approach zero approach use infer behavior transform it domain variabl approach zero approach obtain theorem paper concern stieltj transform our result all paramet complex variabl transform complex right half plane initi final valu abelian theorem obtain 0 within arbitrari wedg right half plane

Richard D. Carmichael

Elmer K. Hayashi

Abelian theorems for the stieltjes transform of functions, II

complet functor construct categori complet normal cauchi group cauchycontinu homomorph compet functor also obtain correspond categori converg group

R.  Fric

D. C. Kent

A completion functor for Cauchy groups

mazur space local convex topolog vector space everi continu where set sequenti continu linear function studi when form topolog space when weak dual local convex space this lead new classif compact 2 space those which weak dual mazur space open question about banach space weak sequenti compact dual ball settl dual space need mazur

Albert  Wilansky

Mazur spaces

new develop result theori expectatior varianc random variabl rang topolog group present follow order introduct 2 basic notion 3 the three seri theorem banach space 4 moment condit 5 expectat varianc 6 general three seri theorem 7 the special case finit group lie group 8 the strong law larg number lie group 9 further studi moment probabl measur

Herbert  Heyer

Moments of probability measures on a group

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International Journal of Mathematics and Mathematical Sciences