M. Kosiek

activity

20102021

H^{2} (T^{2})

and

L^{2} (T^{2})

preserving compatibility

3 citations · 4 across the 7 of their papers we have counts for

collaborators

Showing 2017 · math.FAShow all

2 papers · 2 filters

math.FA2017

Gleason parts of bidual algebras

Marek Kosiek, Krzysztof Rudol

It is shown that the embeding of any Gleason part of a uniform algebra into the spectrum of its second dual is an entire Gleason part. This result is based on the equality of weak-…

math.FA2017★ 3 cited

Invariant subspaces of $H^{2} (T^{2})$ and $L^{2} (T^{2})$ preserving compatibility

Zbigniew Burdak, Marek Kosiek, Patryk Pagacz +1

Operators of multiplication by independent variables on the space of square summable functions over the torus and its Hardy subspace are considered. Invariant subspaces where the o…

Gleason parts of bidual algebras

Invariant subspaces of H2(T2) and L2(T2) preserving compatibility

Invariant subspaces of $H^{2} (T^{2})$ and $L^{2} (T^{2})$ preserving compatibility