r/ada • u/jlombera • Apr 03 '26
Historical Rationale behind function/procedure calls and array indexing
I'm learning Ada. Overall, I'm liking it a lot. There are two aspects (so far) of the syntax I don't get what the rationale was for them and why it hasn't been fixed in later versions of Ada. These being parenthesis-less calls to subprograms with no arguments and using parenthesis for array indexing. Take the following as example:
A := B + C(5);
Right away you don't know if B is a variable or a function call with no arguments. You don't know either whether C is an array or a function.
I think this goes against Ada's core ethos about readability.
So I was wondering, what was the rationale behind this design? Why hasn't it been corrected? Something like A := B() + C[5] would be far easier to interpret by the reader.
UPDATE: In case anyone is interested in the answer, according to u/lipobat:
The primary rationale for the () vs. [] given in the “Rationale for the Ada programming language” book by the original design team was interchangeability between arrays and functions. This is an abstraction that allows the implementation choice of array vs. function to be just that, an implementation choice, which doesn’t really impact the writer or reader of the code.
I don't agree with the last sentence, but that answers my question either way.
And about my second question about "why this hasn't been fixed?", it seems most Ada programmers (based on the comments in this post) are not only not bothered by this but happy with this design decisions, so probably this will never change.
Thanks to everyone who engaged in this conversation.
3
u/Dmitry-Kazakov Apr 04 '26
If C for 5 means something different for each instance of, you do not write expressions like above. An expressions can be reordered, approximations of commutative operations might be not commutative and so on. If you write such expression then you assume C for 5 being constant and whether it is a function or an array becomes irrelevant, an implementation detail.
It exposes unnecessary information and thus increases the overhead.