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Information × Registration Number 0315U005105, 0113U003170 , R & D reports Title Regular operators on functional spaces and vector lattices with compactness and strongly singularity type conditios popup.stage_title 91Регулярні оператори на функціональних просторах та векторних ґратках з умовами типу компактності та строгої сингулярності Head Popov Mykhailo Mykhailovych, Доктор фізико-математичних наук Registration Date 25-12-2015 Organization Yuri Fedkovych Chernivtsi National University popup.description2 We have investigated properties of complemented subspaces of the space which admit representable projection. Derivative operators with respect to the Duamel convolution and the convolution for the Gelfond-Leontiev generalized integration have been described. We also have obtained necessary and sufficient conditions on a basic sequence in a Banach lattice to be an order basic sequence. Product Description popup.authors Лінчук Юрій Степанович Михайлюк Володимир Васильович Попов Михайло Михайлович popup.nrat_date 2020-04-02 Close