-
Fairthorne, R.A.: Empirical hyperbolic distributions (Bradford-Zipf-Mandelbrot) for bibliometric description and prediction (2005)
10.09
10.087449 = weight(object_ss:Bradford-Verteilung in 3776) [ClassicSimilarity], result of:
10.087449 = fieldWeight in 3776, product of:
1.0 = tf(freq=1.0), with freq of:
1.0 = termFreq=1.0
10.087449 = idf(docFreq=4, maxDocs=44218)
1.0 = fieldNorm(doc=3776)
- Object
- Bradford-Verteilung
-
Fairthorne, R.A.: Empirical hyperbolic distributions (Bradford-Zipf-Mandelbrot) for bibliometric description and prediction (1969)
10.09
10.087449 = weight(object_ss:Bradford-Verteilung in 4329) [ClassicSimilarity], result of:
10.087449 = fieldWeight in 4329, product of:
1.0 = tf(freq=1.0), with freq of:
1.0 = termFreq=1.0
10.087449 = idf(docFreq=4, maxDocs=44218)
1.0 = fieldNorm(doc=4329)
- Object
- Bradford-Verteilung
-
Faba-Pérez, C.; Guerrero-Bote, V.P.; Moya-Anegón, F.: "Sitation" distributions and Bradford's law in a closed Web space (2003)
10.09
10.087449 = weight(object_ss:Bradford-Verteilung in 4447) [ClassicSimilarity], result of:
10.087449 = fieldWeight in 4447, product of:
1.0 = tf(freq=1.0), with freq of:
1.0 = termFreq=1.0
10.087449 = idf(docFreq=4, maxDocs=44218)
1.0 = fieldNorm(doc=4447)
- Object
- Bradford-Verteilung
-
Bates, M.J.: Speculations on browsing, directed searching, and linking in relation to the Bradford distribution (2002)
10.09
10.087449 = weight(object_ss:Bradford-Verteilung in 54) [ClassicSimilarity], result of:
10.087449 = fieldWeight in 54, product of:
1.0 = tf(freq=1.0), with freq of:
1.0 = termFreq=1.0
10.087449 = idf(docFreq=4, maxDocs=44218)
1.0 = fieldNorm(doc=54)
- Object
- Bradford-Verteilung
