Numerical series density - page 17

New comment
 
That's not how you calculated it. You divide the total number of deltas into two equal parts
All those on the left are smaller on the right are larger
The last delta on the left will be the calculated one.
 
Vyacheslav Kornev:
That's not how you calculated it. You divide all the deltas into two equal parts
All those on the left are smaller on the right are larger
The last delta on the left will be the estimate

Less than/more than what?

 
Better yet

Also find the centre of mass among the deltas
 
Or you could highlight the delta that occurs most often. That makes more sense.
 
And that's it. We find the centres of the clusters
And within the most frequent delta we get clusters.

Done. Well, the density is greater if there are more numbers in the cluster.
 
Vyacheslav Kornev:
Or you can select the delta that occurs most often. That makes more sense.

The most common delta is 25 - 12 times - what do you suggest we do with it? 25 is significantly more than 6.

 
We have 2 density centres
56 и 65.

Within delta 25 of number 56 you will find the densest cluster

And so within 65.
 
You should get the same densities. The numbers in the area should be the same for 65 as for 56. I think so, although not necessarily.
 
Vyacheslav Kornev:
We have 2 density centres
56 и 65.
Within delta 25 of number 56 you will find the densest cluster
And so within 65.

For 56 with delta 25 the numbers are 31 and 81 and for 65 with delta 25 the number is 40.

Note that we did not have 31 in the cluster of numbers at all.

 

Or by limits, do you mean the range as in the picture below?

1...101112131415161718192021222324...26
New comment