Category:Pea Patterns
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This category contains results about Pea Patterns.
Definitions specific to this category can be found in Definitions/Pea Patterns.
The first term $p_0$ is an arbitrary integer.
$p_n$ is formed from $p_{n - 1}$ as follows.
First, the distinct digits in $p_{n - 1}$ are counted, and the number of each is noted.
The count of each distinct digit is concatenated with an instance of the digit itself.
Then those concatenations are themselves concatenated into $p_n$ according to a predetermined order.
Pages in category "Pea Patterns"
The following 8 pages are in this category, out of 8 total.
P
- Pea Pattern/Ascending/Examples/1,031,223,314
- Pea Pattern/Ascending/Examples/10,213,223
- Pea Pattern/Ascending/Examples/111
- Pea Pattern/Ascending/Examples/231
- Pea Pattern/Descending/Examples/111
- Pea Pattern/Descending/Examples/231
- Pea Pattern/Sequential/Examples/111
- Pea Pattern/Sequential/Examples/231