I cannot fit the coefficient, standard error, and p-level on a single page. What do I do? ...
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I cannot fit the coefficient, standard error, and p-level on a single page. What do I do?
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I have a big regression. 3 panels, 5 columns, and about 10 variables. STATA outputs the table with each cell like this:
150.234***
(23.4)
The first thing I do is trim the needless sig figs.
150***
(23)
but I still don't have enough space. I need to get rid of the line break. But then it's too wide.
150 (23)***
Would it be appropriate to just show the computed z-score?
150 (6.4)
That way the reader can derive both the standard error and the p-level from the z-score.
tables
New contributor
add a comment |
I have a big regression. 3 panels, 5 columns, and about 10 variables. STATA outputs the table with each cell like this:
150.234***
(23.4)
The first thing I do is trim the needless sig figs.
150***
(23)
but I still don't have enough space. I need to get rid of the line break. But then it's too wide.
150 (23)***
Would it be appropriate to just show the computed z-score?
150 (6.4)
That way the reader can derive both the standard error and the p-level from the z-score.
tables
New contributor
add a comment |
I have a big regression. 3 panels, 5 columns, and about 10 variables. STATA outputs the table with each cell like this:
150.234***
(23.4)
The first thing I do is trim the needless sig figs.
150***
(23)
but I still don't have enough space. I need to get rid of the line break. But then it's too wide.
150 (23)***
Would it be appropriate to just show the computed z-score?
150 (6.4)
That way the reader can derive both the standard error and the p-level from the z-score.
tables
New contributor
I have a big regression. 3 panels, 5 columns, and about 10 variables. STATA outputs the table with each cell like this:
150.234***
(23.4)
The first thing I do is trim the needless sig figs.
150***
(23)
but I still don't have enough space. I need to get rid of the line break. But then it's too wide.
150 (23)***
Would it be appropriate to just show the computed z-score?
150 (6.4)
That way the reader can derive both the standard error and the p-level from the z-score.
tables
tables
New contributor
New contributor
New contributor
asked 1 min ago
Cody SmithCody Smith
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1
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New contributor
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add a comment |
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