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简介：Inordertoimprovethecarsalesservice4Sshopmanagementlevel,improvetheeconomicandsocialbenefitsofenterprises,incentivesareusedtoencouragetheirown4sshops.Inthispaper,throughouttherelatedanalysisofthequarterlyandannualawardsincentiveprograminlarge-scaledomesticautomobileenterprises,entropymethodwithMATLABsoftwareisappliedtoestablishthedimensionalfitfunction.Inthedataprocessing,themultiplelinearregressionfunctionintoLingosoftwareisemployedtogetthebestsolution;andClanguageisusedtorunthescreeningdataprogramthroughtheconsistencytestprograminthesensitivityanderroranalysis.Firstofall,considerthecompanytomaximizeprofitsandmaximizetheamountofcomplaintsinthestoretomaintainalowtarget;intermsofstaff,weshouldconsiderprovidingmoreincentivesforemployees;inthecustomer,theoverallsatisfaction,serviceAttitude,vehiclecleanlinessbasedshouldbeimproved.Andtwoprogramsforthemonthlyprofitandexcessprofitsofprogressiveincentivesshouldalsobeimproved.

简介：本文主要是研究连续变量遗传系统Volterra方程的第二型，即x（t＋h0）=η（t＋h0）＋F（t，（x（t），x（t—ht）…，x（t-h0）的p-均值可积性．同时举例说明了此方程的Lyapunov泛函的构造，以及利用Lyapunov泛函证明了例子的均方可积性．

简介：Inthispaper,weshalldealwiththeboundednessoftheLittlewood-Paleyoperatorswithroughkernel.WeprovetheboundednessoftheLusin-areaintegralμΩ,sandLittlewood-PaleyfunctionsμΩandμλontheweightedamalgamspaces(Lqω,Lp)α(Rn)as1p≤∞.

简介：这篇论文从F处理加权的作文操作员的围住的海角和紧密(p，q，s)空格包括强壮的空间，Bergman空间，Qp空间，BMOA空间，Besov空间和α-Bloch空间，到Bers类型空格Hν∞(或ν是正常的小Bers类型空格Hν,0∞),。

简介：Inthispaper,weconsidertheexistenceofthreenontrivialsolutionsforadiscretenon-linearmultiparameterperiodicprobleminvolvingthep-Laplacian.ByusingthesimilarmethodfortheDirichletboundaryvalueproblemsin[G.BonannoandP.Candito,Appl.Anal.,88(4)(2009),pp.605-616],weconstructtwonewstrongmaximumprinciplesandobtainthattheboundaryvalueproblemhasthreepositivesolutionsforλandμinsomesuitableintervals.Theapproachesweusearethecriticalpointtheory.

简介：在这篇论文，我们与p拉普拉斯算符操作员获得积极答案到下列multi-pointsingular边界值问题p=|s|p-2s，p≥2；ξi∈？(0,1)(i=1，2，···，n)，0≤αi，βi<1(i=1，2，···，n)，并且q(t)可能在t=是单个的0，1；f(t，u，u′)可能在u′=是单个的0。

简介：在MengerPN空间中研究了一类非线性算子方程Tx=μx+p(μ≥1)的解,得到了几个新的定理.同时,改进和推广了若干个重要结论.

简介：LetGbealocallycompactAbeliangroupwithHaarmeasure.TheauthorsdiscusssomebasicpropertiesofL_(w_1)~r(G)∩L(p,q,w_2dμ)(G)spaces.ThenthenecessaryconditionsforcompactembeddingsofthespacesL_(w_1)~r(R~d)∩L(p,q,w_2dμ)(R~d)areshowed.

简介：本文引入了p叶近于凸函数类的—个子类T(A，B，p，α，C，D，β)，讨论了它的包含关系、系数估计和偏差定理，得到一些精确的结果．

简介：The"o"saturationtheoremandthedegreeofLw^papproximationby(0-q'-q)typeHermite-Fejérinterpolatingpolynomialsformeanconvergenceareobtained.

简介：讨论了单位圆盘中p-Bloch空间到小q-Bloch空间的加权复合算子TФ，φ的有界性和紧性.主要得到以下结论：（i）TФ，φ是p-Bloch空间到小q-Bloch空间有界算子的充要条件；（ii）TФ，φ是p-Bloch空间到小q-Bloch空间紧算子的充要条件，同时也给出了几个推论．

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简介：Firstly,theRiemannboundaryvalueproblemforakindofdegenerateellipticsystemofthefirstorderequationsinR~4isproposed.Then,withthehelpoftheone-to-onecorrespondencebetweenthetheoryofCliffordvaluedgeneralizedregularfunctionsandthatofthedegenerateellipticsystem’ssolution,theboundaryvalueproblemasstatedaboveistransformedintoaboundaryvalueproblemrelatedtothegeneralizedregularfunctionsinCliffordanalysis.Moreover,thesolutionoftheRiemannboundaryvalueproblemforthedegenerateellipticsystemisexplicitlydescribedbyusingakindofsingularintegraloperator.Finally,theconditionsfortheexistenceofsolutionsoftheobliquederivativeproblemforanotherkindofdegenerateellipticsystemofthefirstorderequationsinR~4arederived.

简介：主要讨论奇异边值问题{Фp（x′））′＋a（t）f（x（t））=0,t∈（0,1）ax（0-βx′（0）=0,γx（1）＋δx′（1）=0在奇性条件下无穷多个解的存在性问题，其中：Фp（s）=｜s｜p-2s,p〉1；a（t）在[0，1/2]上有可数个奇性点．

简介：对[0,1]上的L—可积函数ф及α>0定义下列B—D—B算子;本文研究了Mna（ф,x）当α>0时,在LP(0,1]（1≤p<+∞）的一致逼近;当α≥1时在LP[O,1]及L1P[0,1]逼近度的量化估计。作者在文[4]中定义了B—D—B算子:其中fnk（X）称为Bézeief基函数文[4]研究的是B—D—B称子在C[0,1]空间中的逼近性质,本文继续[4]的工作,专研究这个算子在LP[0,1]（1≤P<+∞）的逼近性质,证明了Mna（фX）当α>0时在LP[0,1]中为一致逼近,并得到了当α≥1时在LP[0,1]及L1P[0,1]中逼近度的量化估计。

简介：研究了含p-Laplacian算子的奇异四阶四点边值问题,利用上下解方法与Schauder不动点定理,获得了至少一个C~3[0,1]正解的存在性结果.

简介：在非线性项f是关于u的奇函数,势函数是有界的周期函数且下界是正的,Sobolev嵌入缺乏了紧性和f不再满足（AR）条件下,运用临界点理论中的喷泉定理和集中紧性原则证明了R~N中具有周期势函数的一类超线性p-Laplacian方程存在无穷多非平凡解。

简介：InthispaperweestablishsharpH¨olderestimatesofharmonicfunctionsonaclassofconnectedpostcriticallyfinite(p.c.f.)self-similarsets,andshowthatfunctionsinthedomainofLaplacianenjoythesameproperty.Somewell-knownexamples,suchastheSierpinskigasket,theunitinterval,thelevel3Sierpinskigasket,thehexagasket,the3-dimensionalSierpinskigasket,andtheVicseksetarealsoconsidered.

简介：Let0<p≤1andwintheMuckenhouptclassA1.Recently,byusingtheweightedatomicdecompositionandmolecularcharacterization,Lee,LinandYang[11]es-tablishedthattheRiesztransformsRj,j=1,2,···,n,areboundedonHwp(Rn).InthisnoteweextendthistothegeneralcaseofweightwintheMuckenhouptclassA∞throughmolec-ularcharacterization.Onedifficulty,whichhasnotbeentakencarein[11],consistsinpassingfromatomstoallfunctionsinHwp(Rn).Furthermore,theHwp-boundednessofθ-Calderón-Zygmundoperatorsarealsogiventhroughmolecularcharacterizationandatomicdecomposition.