A remark on linear codimensions of function algebras
Pervasive algebras on planar compacts
We characterize compact sets in the Riemann sphere not separating for which the algebra of all functions continuous on and holomorphic on , restricted to the set , is pervasive on .
A note on pervasive algebras
Properties of function algebras in terms of their orthogonal measures
In the present note, we characterize the pervasive, analytic, integrity domain and the antisymmetric function algebras respectively, defined on a compact Hausdorff space , in terms of their orthogonal measures on .
Function spaces have essential sets
It is well known that any function algebra has an essential set. In this note we define an essential set for an arbitrary function space (not necessarily algebra) and prove that any function space has an essential set.
On essential sets of function algebras in terms of their orthogonal measures
In the present note, we characterize the essential set of a function algebra defined on a compact Hausdorff space in terms of its orthogonal measures on .
A generalized Bishop-Gončar construction
A characterization of
A characterization of essential sets of function algebras
In the present note, we characterize the essential set of a function algebra defined on a compact Hausdorff space in terms of local properties of functions in at the points off .
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