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中文摘要：
给出局部p-凸空间（0＜p＜1）中的p-滴状定理如下：设X为局部完备局部p-凸空间,A（∪）X为局部闭集且B（∪）X为局部闭,有界,p-凸集.若存在一个p-凸吸收集W使W∩（A-B）=（φ）,则对于任意x0∈A,存在a∈Dp（x0,B）∩A使得Dp（a,B）∩A={a}.
英文摘要：
A p-drop theorem in locally p-convex（ 0＜ p ＜ 1）spaces is given as follows. Let X be a locally complete locally p-convex spaoe,A（∪）X be a locally closed set and B（∪）X be a locally closed,bounded, p-convex set. If there exists a p-convex absorbing set W such that W∩ （A - B） = （φ）,then for any x0∈A,there exitsts a ∈ Dp（x0,B） ∩A such that Dp（a ,B） ∩ A={a}.
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