In this paper

the framework of the Gaussian sum rules is used to reduce the interference from the background of the excited states and the continuum.First

the Gaussian sum rule for the Ds（0+） meson current is obtained by means of Laplace transformation.Based on it

the Gaussian sum rules for the mass and the decay constant of Ds（0+） meson are then worked out to be mGauss=2.41±0.05±0.15 GeV and fGauss=0.30±0.02 GeV.Using the standard input of QCD universal parameters

the corresponding curves and tables are presented.The result we get is smaller than the results of Borel sum rule（mBorel=2.48±0.03 GeV）

but they are well in accordance with the experimental data（mexp=2.317 6±0.001 3 GeV） within the bounds of the theoretical estimate.