first item,,,
second item,,
third item,
fourth item
In my experience, special treatment for the last item is rarely warranted, so a trailing comma is a good default. If you want the last item to be special, put a comment on that line, saying that it should remain last. (Or better yet, find a better representation of your data that does not require this at all.)There do exist reasons why this can make sense:
- In an Algebraic Data Type implementation of a non-empty list, the last symbol is a different type constructor than the one to append an item to the front of an existing non-empty list (similarly how for an Algebraic Data Type implementation of an arbitrary list, the type constructor for an initial empty list is "special").
- In a single-linked list implementation, sometimes (depending on the implementation) the terminal element of the list is handled differently.
---
By the way: at work, because adding parameters at the beginning of a (parameter) list of a function is "special" (because in the code for many functions the first parameters serve a very special purpose), but adding some additional parameter at the end is not, we commonly use parameter lists formatted like
'foo'
, 'bar1'
, 'bar2'
, 'blub'Then why not consider it four changes?
3. 'banana' has been turned from the last-but-one element of the list to the last-but-two element of the list
4. 'apple' has been turned from the last-but-two element of the list to the last-but-three element of the list
This judgement is rather based on a strong personal opinion (which I don't claim to be wrong, but also not as god-given) on what is one, and what are two changes in the code:
- If you consider adding an additional item to the end of the list to be one code change, I agree that a trailing comma makes sense
- On the other hand, it is also a sensible judgment to consider this to be a code change of two lines:
1. an item (say 'peach') is added to the end of the list
2. 'orange' has been turned from the last element of the list to a non-last element of the list
If you are a proponent of the second interpretation, the version that you consider to be non-advantageous is the one that does make sense.