It is showed that the loop space functor and the suspension functor preserve the properties of homotopy regular. And a series of homotopy equivalence Spaces are constructed.
证明了闭路函子和同纬函子保持同伦正则性，同时构造出了一系列同伦等价的空间。
A theorem on natural equivalences between a right exact additive functor F which preserves sums and some tensor functor ?B over functor categories is given.
给出了函子范畴中任意右正合保直和可加函子F与张量函子B自然等价的一个定理。
It was showed at first that the loop space functor and the suspension functor preserve the properties of homotopy regular.
首先得到了闭路函子和同纬函子保持同伦正则性。
It was showed at first that the loop space functor and the suspension functor preserve the properties of homotopy regular.
首先得到了闭路函子和同纬函子保持同伦正则性。
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