T. Pedersen

collaborators

2 papers

math.FA2013

Properties of derivations on some convolution algebras

Thomas Vils Pedersen

For all the convolution algebras $L^{1} [0, 1), L_{loc}^{1}$ and $A (ω) = ⋂_{n} L^{1} (ω_{n})$ , the derivations are of the form $D_{μ} f = X f * μ$ for suitable measures $μ$ , where $(Xf)(t)…

math.FA2009

A class of weighted convolution Fréchet algebras

Thomas Vils Pedersen

For an increasing sequence $(ω_{n})$ of algebra weights on $R^{+}$ we study various properties of the Fréchet algebra $A (ω) = ⋂_{n} L^{1} (ω_{n})$ obtained as the intersection of…