Sentence examples for this operator has from inspiring English sources

For an arbitrary linear (possibly unbounded) operator A on a Banach space, with real spectrum, we construct a maximal continuously embedded Banach subspace on which this operator has a Cℓ(R) functional calculus.

If (d=3), this operator has an absolutely continuous spectrum.

This operator has been studied by Srivastava et al. [4] and Srivastava and Mishra [5].

This operator has 103 base station locations, constructed of wooden monopole in a concrete base.

This operator has a long history in the study of mathematical analysis aiming to solve classical problems (see [1 3]).

This operator has been investigated by many authors such as Trimble [6], and Obradović et al. [7].

Recently some new integral inequalities involving this operator have appeared in the literature (see, e.g., [15 22]).

Matrix elements, which are included to this operator, have the following definitions ε f ≡ − (z/n f )2 ε R  .

In this situation, the operator has a dedicated spectrum allocation which is shared by all access points.

Then, in this case, the operator has an inverse in the space, and it is possible to determine from the following formula: (44).

However, while benefiting from this added deployment flexibility, the operator has still to carefully consider LPN site selection to ensure accessibility for LPN site maintenance while simultaneously securing the LPN site assets from malicious intruders.