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This postpost suggests that p-value follows uniform distribution in case of point null hypothesis and continuous data.

In my project, I have millions of p-values from actual data. I don't want to get into the details of my data and statistic test. I just want to know the following:

In general, for point null hypothesis and continuous data, if the p-values do not follow uniform distribution, does it imply that 1) the null hypothesis is not correct, and/or 2)that applied statistic test is not appropriate? could there be other reasons?

Thanks,

This post suggests that p-value follows uniform distribution in case of point null hypothesis and continuous data.

In my project, I have millions of p-values from actual data. I don't want to get into the details of my data and statistic test. I just want to know the following:

In general, for point null hypothesis and continuous data, if the p-values do not follow uniform distribution, does it imply that 1) the null hypothesis is not correct, and/or 2)that applied statistic test is not appropriate? could there be other reasons?

Thanks,

This post suggests that p-value follows uniform distribution in case of point null hypothesis and continuous data.

In my project, I have millions of p-values from actual data. I don't want to get into the details of my data and statistic test. I just want to know the following:

In general, for point null hypothesis and continuous data, if the p-values do not follow uniform distribution, does it imply that 1) the null hypothesis is not correct, and/or 2)that applied statistic test is not appropriate? could there be other reasons?

Thanks,

Post Reopened by whuber
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blueskyddd
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This post suggests that p-value follows uniform distribution in case of point null hypothesis and continuous data.

now here isIn my questionproject, I have millions of p-values from actual data. I don't want to get into the details of my data and statistic test. I just want to know the following: For

In general, for point null hypothesis and continuous data, if the p-value of a statistic test doesvalues do not follow uniform distribution, does it meanimply that 1) the null hypothesis is not correct, and/or 2)that applied statistic test is not appropriate? could there be other reasons?

Thanks,

This post suggests that p-value follows uniform distribution in case of point null hypothesis and continuous data.

now here is my question: For point null hypothesis and continuous data, if the p-value of a statistic test does not follow uniform distribution, does it mean that applied statistic test is not appropriate?

Thanks,

This post suggests that p-value follows uniform distribution in case of point null hypothesis and continuous data.

In my project, I have millions of p-values from actual data. I don't want to get into the details of my data and statistic test. I just want to know the following:

In general, for point null hypothesis and continuous data, if the p-values do not follow uniform distribution, does it imply that 1) the null hypothesis is not correct, and/or 2)that applied statistic test is not appropriate? could there be other reasons?

Thanks,

added 67 characters in body
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blueskyddd
  • 204
  • 2
  • 9

This post suggests that p-value follows uniform distribution in case of point null hypothesis and continuous data.

now here is my question: IfFor point null hypothesis and continuous data, if the p-value of a statistic test does not follow uniform distribution, does it mean that applied statistic test is not appropriate?

Thanks,

This post suggests that p-value follows uniform distribution in case of point null hypothesis and continuous data.

now here is my question: If the p-value does not follow uniform distribution, does it mean that applied statistic test is not appropriate?

Thanks,

This post suggests that p-value follows uniform distribution in case of point null hypothesis and continuous data.

now here is my question: For point null hypothesis and continuous data, if the p-value of a statistic test does not follow uniform distribution, does it mean that applied statistic test is not appropriate?

Thanks,

Post Closed as "Needs details or clarity" by Scortchi
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blueskyddd
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