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That round, a Series E, valued the company at $2.5 billion.
We also find examples of our designs which outperform the best known A, D and E valued semi-Latin squares in the E′ criteria.
[9] Let E be a Banach space, and let X = (X t), t ≥ 0) be a E valued stochastic process defined on a probability space ( Ω, F, P ).
When the Hardy space is replaced by the Hilbert space H(k) determined by a Nevanlinna Pick kernel k, such as the Dirichlet kernel or the row contraction kernel on the ball in Cd, the BLH Theorem survives with F an auxiliary Hilbert space and Φ a L F, E) valued function which is inner in the sense that the operator MΦ of multiplication by Φ is a partial isometry.
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To understand the process of selecting irrelevant papers we refer to Figure 2. The relevant papers are the ones associated with the sequences with an e-valued lower than the e-value cutoff provided by the user (ev).
In the following theorem we generalize this result for the E-valued function space X q.
Let F denote the E-valued Fourier transform and let 1 < p < ∞.
Note that singular integral operators in E-valued L p spaces were studied, e.g., in [30].
In the following theorem we generalize this result for an E-valued function space X q.
Let C ( Ω ; E ) denote the space of E-valued uniformly bounded continuous functions on the domain Ω ⊂ R n.
Moreover, u j ( x, t ), f j ( x, t ), and φ ( x, t ) are E-valued functions.
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CEO of Professional Science Editing for Scientists @ prosciediting.com