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Optimal Design of Large Aperture Primary Mirror of Spaceborne Solar EUV Imager Based on Optomechanical Coupling Analysis. [PDF]
Sensors (Basel)Huang B, Li X, Li Z, Song K.
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PRED-TMSdeep: Prediction of Transmembrane Topology and Signal Peptides Using Deep Learning. [PDF]
Biology (Basel)Moschos GA +3 more
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Light-Controlled Folding and Chiroptical Sensing of G-Quadruplex DNA. [PDF]
J Phys Chem LettMatusiak A +4 more
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Robust and Efficient Dual-Strategy Switch Migration for Failure Recovery in Software-Defined Satellite Networks. [PDF]
Sensors (Basel)Xu S, Yin Z, Huang M, Xing L.
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Power distribution system blackstart restoration using renewable energy. [PDF]
Nat CommunShi W, Bai C, Wang Z.
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AIP Conference Proceedings, 2022
In this extended abstract, we modify the definition of h-open set introduced in [1] by F. Abbas who neglects that the set of all h-open sets is a topology, and we show that the union of any family of h-open subsets of X is h-open that ensures that the set of all h-open subsets of a topological space (X, τ) forms a topology which is finer than τ, where ...
Dagci, F.I., Çakallı, Hüseyin
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In this extended abstract, we modify the definition of h-open set introduced in [1] by F. Abbas who neglects that the set of all h-open sets is a topology, and we show that the union of any family of h-open subsets of X is h-open that ensures that the set of all h-open subsets of a topological space (X, τ) forms a topology which is finer than τ, where ...
Dagci, F.I., Çakallı, Hüseyin
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On the Topologically Invertible Elements of a Topological Algebra
Mathematical Proceedings of the Royal Irish Academy, 2007Let \(A\) be a real or complex topological unital algebra with jointly continuous multiplication and \({\mathfrak M}(A)\) the set of all nontrivial continuous multiplicative linear functionals on \(A\). It is said that \(A\) has the quasi-Wiener property if \({\mathfrak M}(A)\) is not empty and from \(a\in A\) and \(f(a)\neq 0\) for each \(f\in ...
Arizmendi-Peimbert, Hugo +1 more
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THE INDISCERNIBLE TOPOLOGY: A MOCK ZARISKI TOPOLOGY
Journal of Mathematical Logic, 2001We associate with every first order structure [Formula: see text] a family of invariant, locally Noetherian topologies (one topology on each Mn). The structure is almost determined by the topologies, and properties of the structure are reflected by topological properties. We study these topologies in particular for stable structures. In nice cases, we
Junker, Markus, Lascar, Daniel
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