Before revision:  {For any hyper-parameters N\inN^+ and L\inN^+,} it is shown that Floor-ReLU networks with  width \max\{d,\, 5N+13\} and  depth 64dL+3 can {uniformly approximate a H{\"o}lder function f on [0,1]^d with an approximation rate 3\lambda d^{\alpha/2}N^{-\alphaL}, where \alpha \in(0,1] and \lambda are the H{\"o}lder order and constant, respectively.
After revision:  {For any hyper-parameters N\inN^+ and L\inN^+,} it is shown that Floor-ReLU networks with width \max\{d,\, 5N+13\} and a depth 64dL+3 can {uniformly approximate a H{\"o}lder function f on [0,1]^d with an approximation rate 3\lambda d^{\alpha/2}N^{-\alphaL}, where \alpha \in(0,1] and \lambda are the H{\"o}lder order and constant, respectively.