Các toán tử tích phân dạng fourier hữu hạn và ứng dụng

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BỘ GIÁO DỤC VÀ ĐÀO TẠO ĐẠI HỌC ĐÀ NẴNG TRẦN THỊ TỐ NHƯ CÁC TOÁN TỬ TÍCH PHÂN DẠNG FOURIER HỮU HẠN VÀ ỨNG DỤNG Chuyên ngành: Phương pháp Toán sơ cấp Mã số: 60.46.40 TÓM TẮT LUẬN VĂN THẠC SĨ KHOA HỌC Giáo viên hướng dẫn: TS. LÊ HOÀNG TRÍ Đà Nẵng, Năm 2012 0 12 345 6789 7  !"#$%&'"!"()*"+,-.",-., /0.12,3. "+425%2,3."+467()+8.92,3."+4":25;<7=% "4)>.1>2,3."+4=#*,?("7>@A"5);BC" DE#$"9/""7>@F,?G59HI.J) "/2!(, + #-.1> 2,3."+4&K"+8;L+7.DE=%#$"9/"":!2 >2M2N/O": 25%(>2HP..1>2,3."+4":25(2,3."+467() +8.,?"7>@.8Q; R=,S."/2!HI "+8#$"9/""7>@&>"+7.0 .1A9/">"+8,TU+ &0"V"6(H9".0)%DI OW.0)%.1"4).0)X.%.0).YX.%.0)D9+C.;Z  "+[\N0"A"+@."+7.#$"9/"(921&K/2M2N/O":25 ]7+^+%]7+^+D^%]7+^+7D^%_ +"#^9%"/2"^7#(2M2N/O` 2#^% 2M2N/OB^##;;;"+7.=>.X$#(2M2N/O]7+^++"aHP. 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