Converting product into individual entries
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Can I write [4*3 5 7*0 11 3*9] in the following format.
[3,3,3,3,5,0,0,0,0,0,0,0,11,9,9,9]
3 个评论
  Stephen23
      
      
 2025-1-20
				@Mahendra Yadav: Sure, I know what product is. But nowhere do you explain how were are supposed to determine which factors you want to use. For example, given the product 12 you could have:
- a=3 b=4
 - a=4 b=3
 - a=2 b=6
 - a=6 b=2
 - a=1 b=12
 - a=12 b=1
 
So far you have given absolutely no explanation of how you want to select the specific factors given some random value.
Or perhaps you are just not explaining the form that your data actually have. I cannot guess this.
采纳的回答
  Steven Lord
    
      
 2025-1-20
        2 个评论
  Steven Lord
    
      
 2025-1-20
				Do you have your data in this form?
option1 = [4*3 5 7*0 11 3*9]
Or do you have data in this form?
option2a = [4 1 7 1 3]
option2b = [3 5 0 11 9]
If you have option 1, how do you handle the ambiguity with 7*0 called out by Stephen23?
And since you seem to be trying to do something with prime factorizations, why is the first group [3 3 3 3] and not [2 2 2 2 2 2] (which you would write 6*2)? Both those groups sum to 12 which is the first element of option1, so how do you disambiguate? And why isn't the third group just empty [] (zero 7s) instead of [0 0 0 0 0 0 0] (seven 0s)?
With option 2:
x = repelem(option2b, option2a)
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