
Let \(X\) be a group. The authors show that an \(I(L)\)-topology on \(X\) compatible with the group structure is essentially a \([0,1)\)-indexed chain of \(L\)-topologies on \(X\) compatible with the group structure.
Structure of general topological groups, Fuzzy topology, \(I(L)\)-topological group, \(L\)-fuzzy unit interval, \(I(L)\)-valued lower semi-continuous mapping
Structure of general topological groups, Fuzzy topology, \(I(L)\)-topological group, \(L\)-fuzzy unit interval, \(I(L)\)-valued lower semi-continuous mapping
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