In the present article, we study disjointness preserving operators that act in K-spaces and lattice-normed spaces. In particular, we find their analytic representations and decompositions into simpler components. We study orthomorphisms, shift operators, weighted shift operators, and arbitrary disjointness preserving operators.

Keywords:vector lattice, lattice-normed space, continuous Banach bundle, continuous section, orthomorphism, shift operator, weighted shift operator, disjointness preserving operator, analytic representation.