The Data Mining Forum 
IMPORTANT: This is the old Data Mining forum.
I keep it online so that you can read the old messages.
Please post your new messages in the new forum: https://forum2.philippe-fournier-viger.com/index.php
Find periodic patterns repecting the order of items
Posted by:
akamba
Date: November 14, 2017 05:22AM
Hi philippe and all,
Your PFPM algorithm is very interesting. However, if i want to conserve order of items which part of your code can i modify ? Let me give more explanations. If the current itemset is {a,b}, algorithm will found it in the itemSet {a,b,c} and also in itemset {a,c,b}. I want PFPM just found {a,b} in {a,b,c} and not in {a,c,b} because in this itemset order of {a,b} is not respect.
Edited 1 time(s). Last edit at 11/16/2017 05:56AM by webmasterphilfv.
Your PFPM algorithm is very interesting. However, if i want to conserve order of items which part of your code can i modify ? Let me give more explanations. If the current itemset is {a,b}, algorithm will found it in the itemSet {a,b,c} and also in itemset {a,c,b}. I want PFPM just found {a,b} in {a,b,c} and not in {a,c,b} because in this itemset order of {a,b} is not respect.
Edited 1 time(s). Last edit at 11/16/2017 05:56AM by webmasterphilfv.
Re: Find patter repecting order of them
Posted by:
webmasterphilfv
Date: November 14, 2017 06:38AM
Hello,
In general, in itemset mining, there is no order between the items in an itemset. Thus, {a,b,c} and {a,c,b} are the same itemset.
The PFPM algorithm is thus designed with that assumption that there is no order in an itemset.
You could change that. But that would require some programming. If you want to do that, you should read the code or make sure that you understand the algorithm well first and then find the way to modify it. Personally, I did not think about it. But I think you can certainly do it.
Best regards,
In general, in itemset mining, there is no order between the items in an itemset. Thus, {a,b,c} and {a,c,b} are the same itemset.
The PFPM algorithm is thus designed with that assumption that there is no order in an itemset.
You could change that. But that would require some programming. If you want to do that, you should read the code or make sure that you understand the algorithm well first and then find the way to modify it. Personally, I did not think about it. But I think you can certainly do it.
Best regards,