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Experimental system for investigating membrane gas-liquid mass transfer during a parabolic flight. [PDF]
Space Planet ResourBray A +8 more
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BioLAMR: A Biomimetically Inspired Large Language Model Adaptation Framework for Automatic Modulation Recognition. [PDF]
Biomimetics (Basel)Mao Y, Xu W, Sang J, Liu H.
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Respiratory Monitoring in Motion: An Overview of Wearable Methods and Algorithmic Approaches for Reliable Assessment. [PDF]
Biosensors (Basel)Pecik M +5 more
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Ultrathin Temporary Tattoo Electrodes Enable Prolonged Skin-Conformable EMG Sensing for Hip Exoskeleton Control. [PDF]
Sensors (Basel)Foggetti M +8 more
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Duality properties for b-AM-compact operators on Banach lattices
Mathematical Notes, 2013Let \(E,F\) be Banach lattices. A subset \(A\) of \(E\) is called \(b\)-order bounded if it is order bounded in the bidual \(E''\) of \(E\). \(E\) is said to have the \(b\)-property if each \(b\)-order bounded subset of \(E\) is also order bounded in \(E\).
Cheng, Na, Chen, Zi-Li, Chen, Guang-Gui
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Some new results on the class of AM-compact operators
Rendiconti del Circolo Matematico di Palermo, 2010An operator between Banach lattices is called \textit{AM-compact} if the image of each order interval \([-x,x]\), \(x\geq 0\), is norm relatively compact. In general, if \(T\) is AM-compact, its adjoint may not be AM-compact. Results relating the AM-compactness property of an operator to the AM-compactness property of its adjoint are provided.
Aqzzouz, Belmesnaoui, Elbour, Aziz
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Landweber scheme for compact operator equation in Hilbert space and its applications
Communications in Numerical Methods in Engineering, 2009Ming Jiang, Gangrong Qu
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