Results 271 to 280 of about 18,644 (317)

Boundedness of Synchronverters

2015 European Control Conference (ECC), 2015
Synchronverters are grid-friendly inverters that mimic the operation of conventional synchronous generators. In this paper, the non-linear stability of the synchronverter in the sense of boundedness is investigated and proven for the first time. To this end, initially, the complete non-linear model of the synchronverter is obtained and then the field ...
George C. Konstantopoulos   +3 more
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Boundedness

2022
This chapter traces the troubled fate of a particular cognitive metaphor—the mind as a container for textual mental states—in American literary history. The novels that Charles Brockden Brown wrote in 1798–99 obsessively return to a curious scenario: a chest or box is supposed to hold important papers—usually letters or diaries—but either turns out to ...
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Boundedness and Complete Distributivity

Applied Categorical Structures, 2001
In a previous paper [\textit{R. Rosebrugh} and \textit{R. J. Wood}, Appl. Categ. Struct. 2, No. 2, 119-144 (1994; Zbl 0804.06013)], the authors showed that there was a bi-equivalence between the 2-categories of constructively completely distributive lattices with sup-preserving arrows and that of the idempotent splitting completion of the 2-category of
Robert D. Rosebrugh, Richard J. Wood
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Boundedness and Invertibility

1974
Boundedness is a useful and natural condition, but it is a very strong condition on a linear transformation. The condition has a profound effect throughout operator theory, from its mildest algebraic aspects to its most complicated topological ones.
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BOUNDEDNESS OF WEYL QUANTIZATION

Chinese Annals of Mathematics, 1999
The paper concerns different problems in the general theory of the Weyl quantization of a pseudodifferential symbol \(a(x,\eta)\): \[ a^w(x,D)u(x)= (2\pi)^{-n}\iint e^{i(x- y)\eta} a((x+ y)/2,\eta) u(y)dy d\eta. \] First, boundedness in function spaces is considered, when \(a(x,\eta)\in S^0_{\rho,\delta}(\mathbb{R}^n)\), \(0\leq \rho\), \(\delta\leq 1\)
Qi, Minyou, Chen, Wenyi
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