Channel holding time distribution in public cellular telephony
F Barceló Arroyo, J Jordán - 1999 - upcommons.upc.edu
F Barceló Arroyo, J Jordán
1999•upcommons.upc.eduThis paper examines the channel holding time of public cellular telephony systems. This is
the time that the Mobile Station (MS) remains in the same cell, a fraction of the call holding
time. The study is based on actual data taken from a working system. The probability
distribution that fits the empirical sample best when applying the Kolmogorov-Smirnov test is
a mixture of lognormals. Combinations of memory-less stages are also tested in the paper.
the time that the Mobile Station (MS) remains in the same cell, a fraction of the call holding
time. The study is based on actual data taken from a working system. The probability
distribution that fits the empirical sample best when applying the Kolmogorov-Smirnov test is
a mixture of lognormals. Combinations of memory-less stages are also tested in the paper.
This paper examines the channel holding time of public cellular telephony systems. This is the time that the Mobile Station (MS) remains in the same cell, a fraction of the call holding time. The study is based on actual data taken from a working system. The probability distribution that fits the empirical sample best when applying the Kolmogorov-Smirnov test is a mixture of lognormals. Combinations of memory-less stages are also tested in the paper.
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