@article { Gutman20250324,
  author = "Gutman A.E.",
  title = "Monotone operators in vector lattices and lattice-normed spaces",
  journal = "Sib. Math. J.",
  year = "2025",
  volume = "66",
  number = "3",
  pages = "826--831",
  doi = "10.1134/S0037446625030188",
  annote = "We show that every monotone linear operator from a vector lattice to a lattice-normed space can be represented as the composition of a surjective lattice homomorphism and a linear isometry. We also give some applications to the theory of continuous and measurable bundles of Banach lattices.",
  keywords = "Riesz space, Banach lattice, lattice homomorphism, positive isometry, order isomorphism, lattice-normed space, Banach--Kantorovich space, Banach bundle, measurable section, lifting"
}