On Homotopic Equivalence of Fibering into Tori and Total Space. Case of Nonempty Boundary
We present a criterion that indicates the case where a smooth compact 4-manifold with irreducible boundary is homotopically equivalent to the total space of a fibering into two-dimensional closed aspherical surfaces over a two-dimensional aspherical surface with boundary.
English version (Springer): Ukrainian Mathematical Journal 54 (2002), no. 2, pp 292-305.
Citation Example: Mozgova A. A. On Homotopic Equivalence of Fibering into Tori and Total Space. Case of Nonempty Boundary // Ukr. Mat. Zh. - 2002. - 54, № 2. - pp. 237-248.