This　paper　is　concerned　with　the　oscillation　of　a　class　of　partial　functional　population　model,　and　some　sufficient　conditions　for　all　positive　solutions　of　the　model　to　oscillate　about　the　positive　equilibrium　are　obtained.　The　approach　is　based　on　the　upper-　and　lower-solution　method　of　the　partial　functional　differential　equations　and　the　oscillation　theory　of　the　functional　differential　equation.　Moreover,　some　numerical　simulations　are　also　given　to　illustrate　our　results.　(C)　2010　Elsevier　Inc.　All　rights　reserved.