No same factor theory inference by hey.like

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Please do not respond to this question.In summary, as natural number N increases, there are at least one different prime number factor between every pair of odd numbers in the range of N/3 to N, N/5 to N (excluding factor 3), and N/7 to N (excluding factors 3 and 5). This result aligns with Goldbach's conjecture, which has been proven by experts.
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hey.like
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As natural number N,
from N/3 to N, if N is not divide exactly by 3, there are at least one different prime number factor between every both odd number;
from N/5 to N, if N is not divide exactly by 5,except for factor 3, there are at least one different prime number factor between every both odd number;
from N/7 to N, if N is not divide exactly by 7, except for factor 3,5, there are at least one different prime number factor between every both odd number;
... .

 
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This rusult follow as the Goldbach's conjecture prove by hey.like

To follow Goldbach's conjecture. this result is good with no same factor theory.

:wink: :smile: :wink:
 
  • #3
That makes abslotuely no sense what so ever, but I suspect you know that.
 

FAQ: No same factor theory inference by hey.like

What is the "No same factor theory inference" proposed by hey.like?

The "No same factor theory inference" is a concept proposed by hey.like, which states that in a scientific study, any observed correlation between two variables should not be attributed to the presence of a third, unmeasured factor that influences both variables.

How does the "No same factor theory inference" impact scientific research?

This theory has a significant impact on scientific research as it encourages researchers to thoroughly examine and control for all possible confounding variables in their studies. It helps to ensure that the observed results are truly caused by the variables being studied and not by any other external factors.

Is the "No same factor theory inference" applicable to all scientific studies?

Yes, the "No same factor theory inference" can be applied to any scientific study that involves the examination of relationships between variables. It is a fundamental concept in research methodology and should be considered in all types of scientific research.

Are there any limitations to the "No same factor theory inference"?

One limitation of this theory is that it is based on the assumption that all relevant variables have been identified and measured. In reality, there may be unknown factors that could influence the results of a study. Additionally, this theory does not take into account the possibility of bidirectional causality, where two variables can influence each other.

How can scientists account for the "No same factor theory inference" in their studies?

To account for this theory, scientists should carefully design their studies, control for potential confounding variables, and consider alternative explanations for their results. They should also be transparent about any limitations or potential biases in their research, which can help to strengthen the validity and reliability of their findings.

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