简介:Theobjectiveofthisnoteistoprovidesome(potentiallyuseful)integraltransforms(forexample,Euler,Laplace,Whittakeretc.)associatedwiththegeneralizedk-BesselfunctiondefinedbySaifulandNisar[3].Wehavealsodiscussedsomeothertransformsasspecialcasesofourmainresults.
简介:让G是2是的一张图,和k一个积极整数。图G是部分independentset-deletablek-factor-critical(简言之,部分ID-k-factor-critical),如果官方补给为每个独立人士的部分k因素设定我G。有约束力的数字绑图G的(G)被定义为$$bind(G)=min\left\{{\frac{{\left|{N_G(X)}\right|}}{{\left|X\right|}}:\not0\neX\subseteqV(G),N_G(X)\neV(G)}\right\}在这份报纸的.$$,如果,图G是部分ID-k-factor-critical,这被证明如果n6k9并且绑(G)$>\frac{{(3k-1)(n-1)}}{{kn-2k+2}}$。
简介:Letbethecollectionofm-timescontinuouslydifferentiableprobabilitydensitiesfonRdsuchthat丨Daf(x1)-Daf(x2)丨≤M‖x1-x2‖βforx1,x2∈Rd,[a]=m,whereDadenotesthedifferentialoperatordefinedbyDa=([a])/(x1a…xdad).UnderratherweakconditionsonK(x),thenecessaryandsufficientconditionsforsup丨n(x)-f(x)丨=0(((logn/n)λ/(d+3λ),λ=m+β,f∈arethat∫xaK(xi)dx=0for0<[a]≤m.Finallytheconvergencorateatapointisgiven.
简介:这笔记使全球存在担心;Khler-Ricci流动方程的解决方案的集中什么时候正规的班,KX,是数字地有效的;大。我们在一般类型的射影的manifolds上关于这流动澄清一些已知的结果;另外显示出一些新观察;精制结果。
简介:Therearemanyacceleratingconvergencefactors(ACFs)forlimitperiodiccontinuedfractionK(an/1)(an→a≠0).Inthispaper,somecharacteristicsandcomparativetheoremsareobtainedonACFs.TworesultsaregivenformostfrequentlyusedACFs.