复一致凸空间是比复严格凸空间更强的空间。

The complex uniform convex space is stronger than the complex strict convex space.

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本文进一步研究了严格凸空间的性质，并给出了等距算子为线性算子的一个充分条件。

In this paper the properties of the strictly convex space are studied further. In the time this paper further gives a sufficient condition that isometric operator is linear operator.

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较系统地建立了U -性质，严格凸，中点局部一致凸等几何量之间的关系。给出了广义-空间是U -空间的刻画。

The connection between U-property and uniformly convexity, uniformly locally mid-points convexity are constructed, the U-property of the generalized lp-space and its quotient space is given.

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