On the general volodin space

  • Park, Sang-Gyu (College of Liberal Art, Daejeon National University of Technology) ;
  • Song, Yong-Jin (Department of Mathematics, Inha University)
  • Published : 1995.07.01

Abstract

We first generalize the Volodin space which Volodin constructed in order to define a new algebraic K-theory. We investigate the topological (homotopy) properties of the general Volodin space. We also provide a theorem which seems to be useful in pure homotopy theory. We prove that $V(*_\alpha G_\alpha, {G_\alpha})$ is simply connected.

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