摘要
通过对原始的布拉德福定律进行分析 ,证实该定律含有自相似性 ,并计算出自相似维数——分维。然后由布拉德福定律推演出特殊形式 (分维为 1)
The characterization of self-similar by the original Bradford’s law is obtained and a noninteger, fractal dimension with self-similar is computed. Then the author deduces Mandelbrot’s formula that the fractal dimension is one by the original Bradfold’s law, and estimates a simple example given in 1934 by Bradfold.
出处
《图书情报工作》
CSSCI
北大核心
1996年第1期23-25,共3页
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