Morrey空間的小波表示.pdf

1、Y121S87^分類號U|JC魯扭縞：05212390麟《罄碩士學(xué)位論文堅!!!!至塑塑!!塑墨重_——_—●————●—__—h———^_●———__●—●_—_一學(xué)位中請人：旦焦墨——導(dǎo)師姓毫鹿職稱童童塹煎撞虧業(yè)名稱：基礎(chǔ)趕墼二00七：f五二十五j1中山人學(xué)顧上畢業(yè)論文Money空『日j的小波表示AbstractForrecentyearswaveletsanalysishasshowngreatvalueonpuremathema

2、ticsandappliedmathematics，whichdevelopedfromharmonicanalysisTheadvantageofwaveletsisrepresentedinwaveletsbase，whicharefunctionserieswithverygoodpropertyAlsowaveletscoefficient，whichcancharacterizemanyfunctionspaceseffect

3、ivelyisconsideredasadictionaryoffunctionManyclassicalfunctionspaces，suchas，Lpspace，H9space，Bdospace，Lipschitsspace，havewaveletscharacterizationrespectivelyWestuayMoneyspaceinthispaperwhichisdefinedfollowing：foranyopenbal

4、l，thereexistconstantCthatdependonlyfunctionf，刪is鼢磐∥胍礦厶19出氣cwhe％2高枷溉Bisaballof月”，1spooand；t∈(o，胛p)BythesmoothnessandcompactsupportofDaubechieswavelets，wehaveprovedanewresult：waveletscharacterizationofMorreyspace，whichform