previous theory. Wiener's Tauberian theorem Hardy–Littlewood Tauberian theorem Haar's Tauberian theorem Froese Fischer, Charlotte (1954). A method for finding...

In mathematical analysis, Haar's Tauberian theorem named after Alfréd Haar, relates the asymptotic behaviour of a continuous function to properties of...

variations. Haar, A., Zur Theorie der orthogonalen Funktionensysteme, (Erste Mitteilung), Math. Ann. 69 (1910), 331–371 (at GDZ). (This is Haar's thesis,...

approximation Almost periodic function Bohr compactification Wiener's tauberian theorem Representation of a Lie group Unitary representation Irreducible representation...

three dimensions. There is also an interesting link with Wiener's tauberian theorem: any function whose translates are dense in L 1 ( G ) {\displaystyle...

between 1970 and the early 1980s. He is best known for a Tauberian-type theorem (Nachbin's theorem) on the growth rate of analytic functions, and for the...

neighbourhood of ℜ ( s ) = α {\displaystyle \Re (s)=\alpha } . Using a Tauberian theorem this implies ∑ n ≤ x s n ( G ) ∼ x α log k ⁡ x {\displaystyle \sum...

directed thirteen master's theses on subjects related to Wiener's Tauberian theorem and its generalization the Gelfand representation to commutative Banach...