What was with the historical typedef soup for integers in C programs?

This is a possibly inane question whose answer I should probably know.

Fifteen years ago or so, a lot of C code I'd look at had tons of integer typedefs in platform-specific #ifdefs. It seemed every program or library I looked at had their own, mutually incompatible typedef soup. I didn't know a whole lot about programming at the time and it seemed like a bizarre bunch of hoops to jump through just to tell the compiler what kind of integer you wanted to use.

I've put together a story in my mind to explain what those typedefs were about, but I don't actually know whether it's true. My guess is basically that when C was first developed and standardized, it wasn't realized how important it was to be able to platform-independently get an integer type of a certain size, and thus all the original C integer types may be of different sizes on different platforms. Thus everyone trying to write portable C code had to do it themselves.

Is this correct? If so, how were programmers expected to use the C integer types? I mean, in a low level language with a lot of bit twiddling, isn't it important to be able to say "this is a 32 bit integer"? And since the language was standardized in 1989, surely there was some thought that people would be trying to write portable code?

Solution 1:

When C began computers were less homogenous and a lot less connected than today. It was seen as more important for portability that the int types be the natural size(s) for the computer. Asking for an exactly 32-bit integer type on a 36-bit system is probably going to result in inefficient code.

And then along came pervasive networking where you are working with specific on-the-wire size fields. Now interoperability looks a whole lot different. And the 'octet' becomes the de facto quanta of data types.

Now you need ints of exact multiples of 8-bits, so now you get typedef soup and then eventually the standard catches up and we have standard names for them and the soup is not as needed.

Solution 2:

C's earlier success was due to it flexibility to adapt to nearly all existing variant architectures @John Hascall with:
1) native integer sizes of 8, 16, 18, 24, 32, 36, etc. bits,
2) variant signed integer models: 2's complement, 1's complement, signed integer and
3) various endian, big, little and others.

As coding developed, algorithms and interchange of data pushed for greater uniformity and so the need for types that met 1 & 2 above across platforms. Coders rolled their own like typedef int int32 inside a #if .... The many variations of that created the soup as noted by OP.

C99 introduced (u)int_leastN_t, (u)int_fastN_t, (u)intmax_t to make portable yet somewhat of minimum bit-width-ness types. These types are required for N = 8,16,32,64.

Also introduced are semi-optional types (see below **) like (u)intN_t which has the additional attributes of they must be 2's complement and no padding. It is these popular types that are so widely desired and used to thin out the integer soup.

how were programmers expected to use the C integer types?

By writing flexible code that did not strongly rely on bit width. Is is fairly easy to code strtol() using only LONG_MIN, LONG_MAX without regard to bit-width/endian/integer encoding.

Yet many coding tasks oblige precise width types and 2's complement for easy high performance coding. It is better in that case to forego portability to 36-bit machines and 32-bit sign-magnitudes ones and stick with 2^N wide (2's complement for signed) integers. Various CRC & crypto algorithms and file formats come to mind. Thus the need for fixed-width types and a specified (C99) way to do it.

Today there are still gotchas that still need to be managed. Example: The usual promotions int/unsigned lose some control as those types may be 16, 32 or 64.

**

These types are optional. However, if an implementation provides integer types with widths of 8, 16, 32, or 64 bits, no padding bits, and (for the signed types) that have a two’s complement representation, it shall define the corresponding typedef names. C11 7.20.1.1 Exact-width integer types 3