@ARTICLE{Davi48:Probability,
AUTHOR="F. N. David and N. L. Johnson",
TITLE="The probability integral transformation when parameters are
estimated from the sample",
JOURNAL=biometrika,
VOLUME=35,
PAGES="182-190",
YEAR=1948,
REFERENCES=4,
KEYWORDS="Probability theory",
}
@ARTICLE{Jone48:Systematic,
AUTHOR="A. E. Jones",
TITLE="Systematic sampling of continuous parameter sampling",
JOURNAL=biometrika,
VOLUME=35,
PAGES="283-296",
YEAR=1948,
KEYWORDS="Sampling; estimation; statistics; RV; Random Variable",
ABSTRACT="The problem considered here is that of estimating by a
systema- tic sample the 'average value' of a random variable from a one-
dimensional homogeneous population depending on a continuous parameter,
such as the nitrogen content of soil along a one-dimensional strip.",
}
@ARTICLE{Quen48:Results,
AUTHOR="M. H. Quenouille",
TITLE="Some results in the testing of serial correlation coefficients",
JOURNAL=biometrika,
VOLUME=35,
PAGES="261-267",
YEAR=1948,
REFERENCES=8,
KEYWORDS="Correlation; statistics",
}
@ARTICLE{Kend48:Generalized,
AUTHOR="D. G. Kendall",
TITLE="On the generalized ``birth-and-death'' process",
JOURNAL=ams,
VOLUME=19,
PAGES="1-15",
YEAR=1948,
REFERENCES=7,
KEYWORDS="Birth-death process; analysis",
ABSTRACT="In this paper I shall give the complete solution of the
equations governing the generalised birth-and-death process in which the
birth and death rates $\lambda(t)$ and $\mu(t)$ may be any specified
functions of the time $t$.",
}
@ARTICLE{Kost48:Validity,
AUTHOR="K. Kosten",
TITLE="On the validity of the {Erlang} and Engset loss formulae",
JOURNAL="Het PTT-Bedrijf",
ADDRESS="Amsterdam",
VOLUME=2,
NUMBER=42,
PAGES="42-45",
YEAR=1948,
REFERENCES=6,
KEYWORDS="Erlang B formula; Engset formula",
}
@ARTICLE{Mora48:Theorems,
AUTHOR="P. A. P. Moran",
TITLE="Some theorems on time series {II:} The significance of the serial
correlation coefficient",
JOURNAL=biometrika,
VOLUME=35,
PAGES="255-260",
YEAR=1948,
REFERENCES=11,
KEYWORDS="Time series; moment; calculation; sampling; distribution",
ABSTRACT="This paper shows how to calculate exact values of the lower
mo- ments of the sampling distributions of various definitions of the
serial correlation coefficient under the assumption that successive
elements of the time series are in fact independent.",
}
@ARTICLE{Erla48:Solution,
AUTHOR="A. K. Erlang",
TITLE="Solution of some Problems in the Theory of Probabilities of
Significance in Automatic Telephone Exchanges",
JOURNAL="ATS Transactions of the Danish Academy of Technical Sciences",
ADDRESS="Copenhagen",
VOLUME=2,
PAGES="138-155",
YEAR=1948,
KEYWORDS="Loss system",
}