Abstract
After a recall of some aspects regarding the Gauss law and the Gauss curve, this note addresses the case of performance of a large number of measurements of a source activity by means of a sensor (counter, scintillator, nuclear emulsion, etc.) at equal intervals, and with a number of events which is not rigorously constant. Thus, it addresses measurements, and more particularly counting operations in a random or statistical environment. It more particularly addresses the case of a counting rate due to a source greater (and then lower) than twenty times the Eigen movement. The validity of curves is discussed.
Citation Formats
Cluchet, J.
Assessment of the statistical uncertainty affecting a counting; Evaluation de l'incertitude statistique affectant un comptage.
France: N. p.,
1960.
Web.
Cluchet, J.
Assessment of the statistical uncertainty affecting a counting; Evaluation de l'incertitude statistique affectant un comptage.
France.
Cluchet, J.
1960.
"Assessment of the statistical uncertainty affecting a counting; Evaluation de l'incertitude statistique affectant un comptage."
France.
@misc{etde_22674173,
title = {Assessment of the statistical uncertainty affecting a counting; Evaluation de l'incertitude statistique affectant un comptage}
author = {Cluchet, J.}
abstractNote = {After a recall of some aspects regarding the Gauss law and the Gauss curve, this note addresses the case of performance of a large number of measurements of a source activity by means of a sensor (counter, scintillator, nuclear emulsion, etc.) at equal intervals, and with a number of events which is not rigorously constant. Thus, it addresses measurements, and more particularly counting operations in a random or statistical environment. It more particularly addresses the case of a counting rate due to a source greater (and then lower) than twenty times the Eigen movement. The validity of curves is discussed.}
place = {France}
year = {1960}
month = {Jul}
}
title = {Assessment of the statistical uncertainty affecting a counting; Evaluation de l'incertitude statistique affectant un comptage}
author = {Cluchet, J.}
abstractNote = {After a recall of some aspects regarding the Gauss law and the Gauss curve, this note addresses the case of performance of a large number of measurements of a source activity by means of a sensor (counter, scintillator, nuclear emulsion, etc.) at equal intervals, and with a number of events which is not rigorously constant. Thus, it addresses measurements, and more particularly counting operations in a random or statistical environment. It more particularly addresses the case of a counting rate due to a source greater (and then lower) than twenty times the Eigen movement. The validity of curves is discussed.}
place = {France}
year = {1960}
month = {Jul}
}