一致凸空间 meaning in English
uniformly convex space
Examples
- Some properties of weak locally uniformly convex banach spaces
局部一致凸空间的一些性质 - X is called to be uniformly local convex in measure if each point in the unit sphere of x is uniformly local convex point in measure
) x 。 x称为依测度一致凸空间( - ur )是指：单位球面上的每一点都是依测度一致凸点。 - Then get the relationship between k - convexity and near - convexity and the relationship between k - smoothness and near - smoothness . so we simplified the proposition " k - uniform convexity is near - uniform convexity ' , which had been proved by yu xin - tai in reference [ 39 ] , and got some new results
简化了俞鑫泰关于k一致凸空间是接近一致凸空间的证明，并且给出了其它k -凸性和接近凸性、 k -光滑性和接近光滑之间的关系，得到了一些新的结果。