DOI: 10.15673/tmgc.v10i2.651 (ukr)
Authors:
- Сергей Иванович Максименко
- Евгений Александрович Полулях
Abstract | Full Text: Let $Z$ be a non-compact two-dimensional manifold and $\Delta$ be a one-dimensional foliation of $Z$ such that $\partial Z$ consists of leaves of $\Delta$ and each leaf of $\Delta$ is a non-compact closed subset of $Z$.We obtain a characterization of a subclass of such foliated surfaces $(Z,\Delta)$ glued from open strips $\mathbb{R}\times(0,1)$ with boundary leaves along some of their boundary intervals.
Keywords:
- Шарування
- смугаста поверхня.