 Posted: Thu 11:42, 07 Apr 2011 Post subject: Image with the weft and the homotopy functor morph |
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| Image with the weft and the homotopy functor morphism
Number n, there is 7r (,) Ji + (g) 7r + (= 7r + (, consider the commutative diagram shown in Figure 3 . Thus , ((12g )(=(( 12g) = (= Orf, gJ, == ( on the right compound I1 was : (. r2 ()(/)  , So: is the 7r homotopy morphisms. Theorem 8 Let and y are present other than the covering spaces , ≥ 1, f:-l, is 7r homotopy morphism, then: a is 7r homotopy morphisms. Proof: similar to the proof of Theorem 7 , as shown in Figure 4 can be considered for plans to get results. [1 ] [ 2] [ 3] [4] [5] [6] [7] [8] [9 ]¨(-- a - (y) -! birth to a + ( suppression - a + r | v ((Qy) of Figure 3 can be changed Figure Fig.3Diagramcommutesof 』 2HiltonP, RoitbergJ90 (2) :316-320. HiltonP,p90x workout calendar, RoitbergJ353-367. ( Li standing round on the blue stare stare l l l Lan Lan v birth to a (y) - A v Mexico |
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