an:01889738
Zbl 1011.28008
Avallone, Anna
Modular functions on multilattices
EN
Czech. Math. J. 52, No. 3, 499-512 (2002).
0011-4642 1572-9141
2002
j
28B10 06B99
multilattices; modular functions
Summary: We prove that every modular function on a multilattice \(L\) with values in a topological Abelian group generates a uniformity on \(L\) which makes the multilattice operations uniformly continuous with respect to the exponential uniformity on the power set of \(L\).