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Since a dualizing complex has finite projective dimension if and only if R is Gorenstein, one corollary of the preceding theorem is that R is Gorenstein if and only if every
Thus is of great interest to find an algorithm solving the decidability problem for the MLSR theory with a polynomial computational complexity (by space).. The next theorem shows
We would like to investigate whether an analogue of Theorem 4.3, the Carleson measure characterization of compact weighted composition operators, holds for Dirichlet spaces..
To prove a similar lemma for the case of solid cylinders and a noncom- pressible fluid [1, 2] it is essential to assume that the operator B is symmet- ric, since the operators
In 1976, Kalton and Wilansky [19] coined the term tauberian to designate those (bounded linear) operators T : X −→ Y acting between Banach spaces that satisfy..
A Radon{Nikodym type theorem for positive operators and a dual // Indag.. The representation of abstract measure functions
Note on a theorem of Fuglede and Putnam // Proc... A note on the algebra of mesurable operators of
We will show that the strong and weak barrier conditions are equivalent for semi- bounded solutions. Since every closed subset of R m is a zero-set, the closed filters and
