@article { Gutman20081118,
  author = "Gutman A.E. and Koptev A.V.",
  howpublished = "Electronic",
  title = "Spaces of $CD_0$-functions and $CD_0$-sections of Banach bundles",
  journal = "Sib. Electron. Math. Rep.",
  year = "2009",
  volume = "6",
  pages = "219--242",
  annote = "We first briefly expose some crucial phases in studying the space $CD_0(Q)=C(Q)+c_0(Q)$ whose elements are the sums of continuous and ``discrete'' functions defined on a compact Hausdorff space $Q$ without isolated points. (In this part, special emphasis is on describing the compact space $Q^{\bullet}$ representing the Banach lattice $CD_0(Q)$ as $C(Q^{\bullet})$.) The rest of the article is dedicated to the analogous frame related to the space $CD_0(Q,X)$ of ``continuous-discrete'' sections of a Banach bundle $X$ and the space of $CD_0$-homomorphisms of Banach bundles.",
  keywords = "Banach lattice, AM-space, Alexandroff duplicate, continuous Banach bundle, section of a Banach bundle, Banach $C(Q)$-module, homomorphism of Banach bundles, homomorphism of $C(Q)$-modules"
}