Continued from this thread.
Notion #1:
If we use partitions in order to define Entropy, then a multiset (a repetition of the same identity) has an entropy that is equivalent to the number of the repetitions that exists within it.
Since a set has no repetitions, it has no entropy.
Let us...
Notion #1:
If we use partitions in order to define Entropy, then a multiset (a repetition of the same identity) has an entropy that is equivalent to the number of the repetitions that exists within it.
Since a set has no repetitions, it has no entropy.
Let us examine the partitions that...
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