Every bounded function is the sum of three almost continuous bounded functions
For every function \(f: [0, 1]\to (- 1, 1)\) there are three almost continuous functions \(g_ 1,g_ 2,g_ 3: [0, 1]\to (- 1, 1)\) such that \(f= g_ 1+ g_ 2+ g_ 3\).
scientific article; zbMATH DE number 756683