1) wraparound
[英]['ræpə,raund] [美]['ræpə,raʊnd]
环绕式处理
2) wraparound of vector
向量环绕式处理
3) mush winding
环式绕组
4) link and linking theorem
环绕和环绕定理
5) linking theorem
环绕定理
1.
Rabinowitz s linking theorem in critical point theory,the existence of T-periodic solution to second-order Hamiltonian system under the superquadratic condition was demonstrated.
Rabinowitz的环绕定理证明了二阶Hamilton系统在新的超二次条件下周期解的存在性。
2.
Via Linking Theorem and some estimates about the solutions,we consider a semilinear elliptic problem:-△u-μ/(|x|2)u=k(x)|u|2*-2u+λu,u∈H01(Ω),when k(x) satisfies some conditions,we can prove the existence of a nontrivial solution.
主要应用环绕定理及一些解的估计来讨论一类半线性椭圆方程:-△u-μ/(|x|2)u=k(x)|u|2*-2u+λu,u∈H01(Ω),当k(x)满足一定条件时,方程存在一个非平凡解。
3.
Using the Linking theorem and delicate estimates to study the existence of a nontrivial solution for the following semilinear elliptic equation with singularity at zero:-Δu+k(x)｜x｜2u=｜u｜2*-2u,u∈D1,20(Ω), where k(x) satisfies some conditions and 2*=2N/(N-2)(N≥3).
应用环绕定理以及精确估计来讨论一类在零点有奇性的超线性椭圆方程:-Δu+k(x)x 2u=u 2*-2u,u∈D1,0 2(Ω),其中k(x)满足一定的条件,2*=2N/(N-2)(N≥3),可以得到一个非平凡解的存在性。
6) Link theory
环绕理论
补充资料：顺式-二氯-反式-二乙酸-氨-环己胺合铂
分子式：C10H22Cl2N2O4Pt
分子量：500.29
CAS号：129580-63-8
性质：
分子量：500.29
CAS号：129580-63-8
性质：
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条