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LOCALLY TRIANGULABLE SPACES AND TOPOLOGICAL ENTROPY

LOCALLY TRIANGULABLE SPACES AND TOPOLOGICAL ENTROPY
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摘要 Definition. A topological space X is called locally triangulable, if·for each x∈X there is a neighborhood V(x) of x such that V(x) is fmitely triangulable.It is easy to see that the manifolds and finitely triangulable spaces are locally triangulable.
作者 周作领
机构地区 Zhongshan University
出处 《Chinese Science Bulletin》 SCIE EI CAS 1990年第15期1317-1317,共1页
基金 Project partly supported by the National Natural Science Foundation of China.
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