A palindromic number is one that reads the same forwards as backwards, an example of which is $17071$.
In the UK yesterday's date was $16/3/16$, the convention being day/month/year. Clearly $16316$ is not palindromic in the usual sense. However if you swap the day with the year it still is $16316$. This a kind of 'block' palindrome whereby you can swap number blocks. Another example is $26726$ here you can swap the $26$ around.
Is there a name for such 'palindromic' numbers?
I had a look on the internet but didn't find anything obvious as the problem seems linked to which base the number is written in.
Thanks in advance.
As of $2018$ there is a name that was used in a paper, "Block palindromes", in "Block Palindromes: A New Generalization of Palindrome, Keisuke Goto."
Where they use the following definition:
In the paper, they give an example of "block factorization":
To|kyo|_|and|_|Kyo|to
(page 2).For example, your $16316$ is a block palindrome with blocks ("block factorization"): $16|3|16$.