Standard deviation of the mean
Standard deviation of the mean, Total:29 items.
The international standard classification for "Standard deviation of the mean" includes: .
The Chinese standard classification for "Standard deviation of the mean" includes: .
Taiwan Provincial Standard of the People's Republic of China
- CNS 8880-1983 Interval Estimation of the Difference Between Two Population Means (Standard Deviations Known)
- CNS 8550-1983 Significance Test of Differencece Between the Two Population Means(Standard Deviations Known, Two - Sided)
- CNS 8879-1983 Interval Estimation of the Difference Between Two Population Means(Standard Deviations Known)
- CNS 8459-1983 Significance Test of Difference Between the Population Mean and the Standart (Standard Deviation Known ,One - Sided)
- CNS 8461-1983 Significance Test of Difference Between the Population Mean and the Standard (Standard Deviation Unknown One - Sided)
- CNS 8549-1983 Significance Test of Difference Between the Two Population Means (Standard Deviations, Known, One-Side)
- CNS 8745-1983 Significance Test of Difference Between the Two Population Means(Standard Deviations Unknown, One-Sided)
- CNS 8460-1983 Significance Test of Difference Between the Population Mean and the Standard (Standard Deviation Known, Two - Sided)
- CNS 8746-1983 Significance Test of Difference Between the Two Population Means (Standard Deviations Unknown, Two-Sided)
- CNS 8462-1983 Significance Test of Difference Between the Population Mean and the Standard (Standard Deviation Unknown ,Two -Sided)
Japanese Industrial Standards Committee (JISC)
- JIS Z 9042:1962 Significance test of difference between the population mean and the standard (standard deviation known, one-sided)
- JIS Z 9044:1962 Significance test of difference between the population mean and the standard (standard deviation unknown, one-sided)
- JIS Z 9045:1962 Significance test of difference between the population mean and the standard (standard deviation unknown, two-sided)
- JIS Z 9043:1962 Significance test of difference between the population mean and the standard (standard deviation known, two-sided)
- JIS Z 9048:1979 Significance test of difference between the two population means (standard deviations unknown, one-sided)
- JIS Z 9046:1965 Significance test of difference between the two population means (standard deviations known, one-sided)
- JIS Z 9049:1965 Significance test of difference between the two population means (standard deviations unknown, two-sided)
- JIS Z 9047:1979 Significance test of difference between the two population means (standard deviations known, two-sided)
- JIS Z 9052:1963 Interval estimation of the difference between two population means (standard deviations known)
- JIS Z 9053:1963 Interval estimation of the difference between two population means (standard deviations unknown)
- JIS Z 9050:1963 Interval estimation of the population mean (standard deviation known)
- JIS Z 9051:1963 Interval estimation of the population mean (standard deviation unknown)
Korean Agency for Technology and Standards (KATS)
- KS A 3263-2002 INTERVAL ESTIMATION OF THE DIFFERENCE BETWEEN TWO POPULATION MEANS(STANDARD DEIVATIONS UNKNOWN)
- KS A 3254-1969(2001) SIGNIFICANCE TEST OF DIFFERENCE BETWEEN THE POPULATION MEAN AND THE STANDARD (STANDARD DEVIATION UNKNOWN, ONE-SIDED)
- KS A 3254-1987 SIGNIFICANCE TEST OF DIFFERENCE BETWEEN THE POPULATION MEAN AND THE STANDARD (STANDARD DEVIATION UNKNOWN, ONE-SIDED)
- KS A 3252-1968(2001) SIGNIFICANCE TEST OF DIFFERENCE BETWEEN THE POPULATION MEAN AND THE STANDARD (STANDARD DEVIATION KNOWN, ONE-SIDED)
- KS A 3253-1969(2001) SIGNIFICANCE TEST OF DIFFERENCE BETWEEN THE POPULATION MEAN AND THE STANDARD (STANDARD DEVIATION KNOWN, TWO-SIDED)
- KS A 3255-1987 SIGNIFICANCE TEST OF DIFFERENCE BETWEEN THE POPULATION MEAN AND THE STANDARD (STANDARD DEVIATION UNKNOWN, TWO-SIDED)
- KS A 3255-1969(2001) SIGNIFICANCE TEST OF DIFFERENCE BETWEEN THE POPULATION MEAN AND THE STANDARD (STANDARD DEVIATION UNKNOWN, TWO-SIDED)
range of relative standard deviation,Three times the standard deviation is,Standard Deviation of Particle Size Distribution,The relative standard deviation of the two results,3 times the daily average,Relative Standard Deviation Regulations,standard deviation of reference material,3 times the standard deviation of the result,3 times the standard deviation of the mean,standard deviation in reference material,Three times the standard deviation of the measurements,Standard deviation of the mean,three times the standard deviation,Average value of specific rotation,range of standard deviation,standard deviation divided by mean,The sum of the mean and 3 times the standard deviation,mean with 3 standard deviations only and,three times the average,The mean is within several standard deviations of
