Interactions between homotopy and topological groups in covering (c, r) space embeddings

HIGHLIGHTS

• who: Susmit Bagchi from the Department of Aerospace and Software Engineering (Informatics), Gyeongsang National University have published the research: Interactions between Homotopy and Topological Groups in Covering (C, R) Space Embeddings, in the Journal: Symmetry 2021, 13, 1421. of /2021/
• what: The authors show in the following theorem that such translation establishes a path-homotopy equivalence on the identity-rigid fiber µ p× I if µ p× I ∩ icov (Kn C Gn ) 6=φ.
• how: This paper proposes the formulation of finite components of compact Lindelof variety in (C spaces. In this paper the topological embeddings . . .
  

   

  

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