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Information × Registration Number 0200U003686, 0196U000358 , R & D reports Title Construct the theory of solvability of new classes of convolution type integral and work out projection methods for ist solution. popup.stage_title Head Litvinchuk G.S.., Registration Date 15-08-2000 Organization Hydroacoustik Branch of Marine Hydrophysical Institute popup.description2 Fredholm criteria and index operators With semi-almost periodic symbols on the Lebesque spaces with Muckenhoupt weights,in the scalar case a description of the spectrum of operators and an invertibly criteria are found. Product Description popup.authors popup.nrat_date 2020-04-03 Close
R & D report
Construct the theory of solvability of new classes of convolution type integral and work out projection methods for ist solution.
Head: Litvinchuk G.S... Construct the theory of solvability of new classes of convolution type integral and work out projection methods for ist solution.. (popup.stage: ). Hydroacoustik Branch of Marine Hydrophysical Institute. № 0200U003686
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Updated: 2026-03-22


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