TERMIUM Plus®
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TEST NORMALITE [1 record]
Record 1 - internal organization data 1986-10-27
Record 1, English
Record 1, Subject field(s)
- Econometrics
Record 1, Main entry term, English
- Kolmogorov-Smirnov test of normality
1, record 1, English, Kolmogorov%2DSmirnov%20test%20of%20normality
correct
Record 1, Abbreviations, English
Record 1, Synonyms, English
- Kolmogorov-Smirnov normality test 2, record 1, English, Kolmogorov%2DSmirnov%20normality%20test
correct, proposal
- test of normality 2, record 1, English, test%20of%20normality
proposal
Record 1, Textual support, English
Record number: 1, Textual support number: 1 CONT
In order to make statements about the probability of mean profits or losses after a given number of bets, an assumption must be made about the distribution of returns. Returns are assumed to be normally distributed with population parameters given by their sample estimates. Each series of returns is tested using the Kolmogorov-Smirnov test of normality. In no case can the hypothesis that the returns were drawn from a normal population be rejected at the 90 per cent level. 1, record 1, English, - Kolmogorov%2DSmirnov%20test%20of%20normality
Record 1, French
Record 1, Domaine(s)
- Économétrie
Record 1, Main entry term, French
- test de normalité de Kolmogorov-Smirnov
1, record 1, French, test%20de%20normalit%C3%A9%20de%20Kolmogorov%2DSmirnov
correct, masculine noun
Record 1, Abbreviations, French
Record 1, Synonyms, French
- test de normalité 2, record 1, French, test%20de%20normalit%C3%A9
proposal, masculine noun
Record 1, Textual support, French
Record number: 1, Textual support number: 1 CONT
Pour calculer la probabilité que l'on réalise un profit moyen ou une perte moyenne après un certain nombre de paris, il faut d'abord formuler une hypothèse au sujet de la distribution des rendements. On suppose que les rendements sont distribués de façon normale, les paramètres de la population étant donnés par les valeurs estimées à partir de l'échantillon. Chaque série de rendements est ensuite soumise au test de normalité de Kolmogorov-Smirnov. On ne peut en aucun cas rejeter à un seuil de signification de 90% l'hypothèse que les rendements sont tirés d'une population normale. 1, record 1, French, - test%20de%20normalit%C3%A9%20de%20Kolmogorov%2DSmirnov
Record 1, Spanish
Record 1, Textual support, Spanish
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