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1.If E(S 1,f)=E(S 2,g), E(S 2,f (k))= E(S 2,g (K)), and E(∞,f)=E(∞,g), then f(z)≡g(z).
如果E(S1 ,f) =E(S1 ,g) ,E(S2 ,f(k) ) =E(S2 ,g(k) ) ,则有 f(z)≡ g(z) . 本文是讨论亚纯函数 f(z)及导数 f(k) (z)分担两个有限集的问题 ,其结果推广了上面定理的结论 .收藏指正
2.Suppose that f and g are two nonconstantmeromorphic functions satisfying (∞,f)>1/2 and (∞,g)>1/2. If E(S. f)=E(S. g), E(o,f)=E(o,g) and E(∞,f) = E(∞,g),then f(z)=g(z).
(∞,g)>1/2.如果E(S,f)=E(S,g),E(O,f)=E(o,g)且E(∞,f)=E(∞,g),则有f(z)=g(z).收藏指正
3.Consequently,our feelings,thoughts and e*g change.
因此,我们的感觉、思想和情感业经受了相应的变化。收藏指正
4.If G satisfies one of the following conditions: (i) G is a bipartite graph; and for every eE(G), w(e)>0;
且满足下列 条件之一:(i)G为二部图,且任一e∈E(G),w(e)>0;收藏指正
5.It is known that the maximum genus of a connected graph is γ_M(G)=(β(G)+ξ(G))/2,where β(G)=|E(G)|-|V(G)|+1 is the cycle rank of G,ξ(G) is the Betti dificiency of G.
一个连通图G的最大亏格γM(G)=(β(G)+ξ(G))/2,其中β(G)=|E(G)|-|V(G)|+1称为G的圈秩数,ξ(G)是G的Betti亏数。收藏指正
6.It is knows that the maximum genus γ M(G) of a connected graph is (β(G)-ξ(G))/2,where β(G)=|E(G)|-|V(G)|+1 is the cycle rank of G,ξ(G) is the Betti deficiency of G.
一个连通图 G的最大亏格 γM(G) =(β(G) - ξ(G) ) / 2 ,其中 β(G) =|E(G) |- |V(G) |+1是 G的圈秩 ,ξ(G)是 G的 Betti亏数 .收藏指正
7.Let Cf(v) = {f(v)}∪{f(vw)w ∈ V(G), vw ∈ E(G)} for every v ∈ V(G).
对每个v∈V(G),令Cf(v)={f(v)}∪{f(vw)|w∈V(G),vw∈E(G)}如果f是G的正常全染色且(?)收藏指正
8.This paper shows that the Betti number ?ξ(G)? of a connected graph ?G? with no cut edges can be determined by the set ?{ξ(G e)|eE(G)}?,given the exact expresstion of ?ξ(G).
证明了任意无割边的连通图G的Betti亏数 ξ(G)完全由集合 { ξ(Ge) |e∈E(G) }决定 ,并给出了 ξ(G)的具体表达式 .收藏指正
9.How do you pronounce p - h - l - e - g - m ?
你怎样读“p-h-l-e-g-m”这个单词?收藏指正
10.Then G L if and only if e(G) = e(L). Note that h(e(L3(3))) = oo. Professor Shi Wujie and Professor V.D.
定理C 设G为有限群,L=L_3(3~((2m-1))),m≥2或者G_2(3~n),则G(?)收藏指正
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