一类奇异微分算子特征值描述

《一类奇异微分算子特征值描述》由会员上传分享，免费在线阅读，更多相关内容在学术论文-天天文库。

1、TÆ0SÆu:x#bC(*!f!`#>n+R)*ZCq:Sx

2、k+V/kV`#t
skn+R)t
sk

3、,+eH
e3?k+V/kVf!`#.`#ki?A>H[fx,`#ki{0-iyza!kt~&.*"H[f8W
f!`#k

4、fFY)B81eo

5、`#ktrk,'``#7&&*aH[f,0y3[z^~W`#,0y/*&`#k"1[1{0.w6t:.:eHt:.:GÆZejUe_"4rf9i+0?_':rjjB_(Aq(Be6^(Belye-
.sjB_4o.hU^n9rjj)m:16HfB_;GfjW,x

6、b$l_YnjB,z/.:rjB_jhr,*WjHuh6(jfev$'?qfe(BAs$9Dj.rjjm$YrjB_jYnq>0,bf:Z?ze5j$7a.7Ci
,jh!fB-e,Du-exb{j_-eU,'Ye,je,H-exbD(+A/j."sl(
wrjD>jrDrjj/Tapsssjp;FSj,p/6)rjj/2-rjmjjBA,Vsl(
sCi
,^9jFns.)z/"x270:(b_,^n>"jh

7、2.(*0T,%f^n}_s}*(α,β);jnSR=A[Xn/2][(nX−1)/2]τy=w−1(−1)j(py(j))(j)+(−1)j[(qy(j))(j+1)−(q∗y(j+1))(j)]jjjj=0j=0jjWR.mT0YτD>j6Hfr,/(a,b)(⊂(α,β))jrDrj.Pm(s(a,b)zj+{m%pβi(i=1,2,...,m,m≤r)xbs%api=1p(βi)≤rj>Te,=fGfp,.T0V*mjhds%βi(i=1,2,...,m)YTejYf=p(βi)j;F.(h

8、;WCi
,Jy′(t)−H(t)y(t)=λW(t)y(t),t∈I=[a,b),(TaY>.

9、p,bY

10、p)j^95.0T(
sCi
,^9jFns.iGÆZejUe_"-
:0;stl;sEtl;7h;nk;

11、ticalbasisfordifferentialequations,modernphysicsandothertechniquefields.Itinvestigatesagreatdealofimportantproblems,suchasspectralanalysis,self-adjointextension,deficiencyindextheory,completenessofeigenfunctions,inversequestionsandsoon.Theresearchesofordinarydifferentialoperatororig

12、inatedfromthesolidheattransferproblemandvarietyofclassicalmathematicsphysicsdefinitesolutionsintheearly19thcentury.Theself-adjointnessofdifferentialoperatorisanimportantpartofdifferentialoperatortheoryanditdrawsmuchinterestofmathematicalresearchers.TheresearchofHamiltoniansystems,i

13、tisthecoreofthedifferentialoperator.Itoriginates