1) φ-direct sum
φ-直和
1.
The following problem is discussed: suppose X,Y are either midpoint locally uniform convexity or midpoint locally K-uniform convexity,respectively,whether X-pY(1<p<∞)or φ-direct sum X-φY is still either midpoint locally K-uniform convexity or midpoint locally uniform convexity.
主要研究的问题为:假定X、Y都具有中点局部一致凸性或中点局部K一致凸性,那么X pY(1φ-直和XφY是否仍具有中点局部一致凸性与中点局部K一致凸性。
2) φ(x)and φ *(x)
φ(x)和φ(x)
3) φ-harmonic function
φ-调和函数
1.
This paper discusses the Dirichlet problem at infinity for φ-harmonic function on Rie-mannian manifold and then turns to the existence of the bounded harmonic functions on Riemannian manifolds.
本文讨论了流形上φ-调和函数在无穷远边界上的Dirichlet问题的解,并在此基础上得到了调和 函数在无穷远边界上的Dirichlet问题的解,这给出了一类流形上有界非平凡的调和函数的存在性并推 广了S。
5) quasi-convex and φ-convex spaces
拟凸和φ凸空间
6) direct sum
直和
1.
This paper presents some results on the natural matrix of subspace of Euclideanspace R" in monogamy between subspaces and Natural matrices,direct sum of subspaces and orthogonal subspaces.
该文给出了欧氏空间Rn的子空间的本性矩阵在与子空间的一一对应关 系,以及子空间的直和、正交子空间等方面的一些结果。
2.
Amodule homomorphism can be decomposed kniquely a sum of homomorphisms between some submodules for a give module which is the direct sum of its submodules.
环上的（左或右）模在表成子模的直和时，其上的模同态可以分解为子模之间的模同态和。
补充资料：直来
1.谓无事而来。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
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