Analysis of multiple comparisons of q value table using the excel table and calculating the variance SSR

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Free public website
introduction: This site is dedicated to public welfare website Dr. Zaiontz to use Excel for statistical analysis established.

Download Procedure

1. Download resource pack
   After entering the site, click on the following Free download, after proceeding to the next page click on the first Free download, after the jump, download according to your version of Excel. When downloading, if not over the wall, download speeds will be slower, it is recommended to download over the wall. In addition, I tried only in Microsoft Excel, the rest excel version you can try yourself.
   
2. Resource package mounted in Excel
   open an Excel file, press AIt + T + I, below. 1, check the Solver add-in, as shown; 2, click the Browse (B) ..., find the package you just downloaded resources in the computer, and click OK.
   

Q calculated value table

Using the function QCRIT (k, df, α, tails, h), where k is a multiple alignment inside k, as shown below; DF is the degrees of freedom; [alpha] is the significance level, can be provided in any size; tails = 1 represents a single tail, tails = 2 represents a two-tailed, the default value is 2; h = true indication harmonic interpolation, h = false indicates linear interpolation, the default is true
code is as follows

#在B3单元格中输入
=QCRIT(B$2,$A3,$A$1)

Specific steps

At α = 0.05 as an example:

1. In the Excel spreadsheet, input A1 0.05, A2 input df, A3 vertically down input 1,2,3, ...
2. In the next level B2 input k, 2,3,4, ...
3. Input = QCRIT (B in cell B3 $2,$ the A3, $ A $ 1)
4. This pull-down function to the right, to give the p-value table
   

SSR Table

Formula:
When k = 2, SSR (k, df, α) = q (k, df, γ);
if k> time 2, SSR (k, df, α) = max (q (k, df, γ), SSR (k-1 , df, α)), where, γ = 1- (1-α ) ^ (k-1)

Specific steps

At α = 0.05 as an example:

1. In the Excel spreadsheet, input A1 0.05, A2 input df, A3 vertically down input 1,2,3, ...
2. In the next level B2 input k, 2,3,4, ...
3. In the input cell B3 = QINV ((1- (1- $ A $ 1) ^ (B $ 2-1)), B $2,$ A3), and fill down vertically
4. In cell C3 enter = MAX (B3, QINV ((1- (1- $ A $ 1) ^ (C $ 2-1)), C $2,$ A3), this function to the right and pull down. SSR end up table.

#在B3单元格中输入下面公式，并且往下拉
=QINV((1-(1-$A$1)^(B$2-1)),B$2,$A3)
#在C3单元格中输入下面公式，并且往右往下拉
=MAX(B3,QINV((1-(1-$A$1)^(C$2-1)),C$2,$A3)

SSR table calculation relatively slow, it is recommended not to pull too many one-time, otherwise the computer will card! ! !

If you have to enter a formula error, please re-add the resource package as described above in Excel

References:
... Li, Jian-Hua Ding, Jinxian Wen, et al Construction ANOVA multiple comparisons of q and SSR value table Table [J] Langfang Normal University (Natural Science), 2019 (2)
herein primarily with reference to the paper , the methods in the literature as explained in more detail, the step more clearly! ! !