This　paper　deals　with　the　L-p-consistency　of　wavelet　estimators　for　a　density　function　based　on　size-biased　random　samples.　More　precisely,　we　firstly　show　the　L-p-consistency　of　wavelet　estimators　for　independent　and　identically　distributed　random　vectors　in　R-d.　Then　a　similar　result　is　obtained　for　negatively　associated　samples　under　the　additional　assumptions　d　=　1　and　the　monotonicity　of　the　weight　function.