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We consider Toeplitz operators with symbols enjoying a uniform radial limit on Segal–Bargmann type spaces.. We show that such an operator is compact if and only if the limiting
We consider Toeplitz operators with symbols enjoying a uniform radial limit on Segal–Bargmann type spaces.. We show that such an operator is compact if and only if the limiting
In this paper we consider a class of symbols of infinite order and develop a global calculus for the related pseudodifferential operators in the functional frame of the
In this section we will consider constructing optimal jumping patterns to infinity along the real numbers for certain weight functions.. Our main result will be to show that
Abstract In this paper we consider the operator D λ α f in terms of the generalized S˘al˘agean and Ruschweyh operators, and we study several differ- ential subordinations generated by
Thus in the ternary case, the only case we shall consider here, from a certain perspective, questions about coefficients of cyclotomic polyno- mials are really questions about coe
We consider the vanishing problem for higher cohomology groups on certain infinite-dimensional complex spaces: good branched coverings of suitable projective spaces and
This future is based on the ISO-index, which measures the amount of claims occurred in a certain period and reported to a participating insurance company until a certain time..