


How can you implement a generic hash function for tuples in unordered collections in C ?
Generic Hashing for Tuples in Unordered Collections
In the realm of C standard libraries, the concept of tuples and their usage as keys in unordered collections like std::unordered_map and std::unordered_set can pose a challenge. By default, tuples do not have a generic hash function defined, leaving developers with the tedious task of manually defining one.
The Need for a Generic Solution
Defining a custom hash function for tuples can be cumbersome and prone to error. To address this issue, developers often seek a more generic solution that automates the process.
A Standard-Conforming Approach
While the standard does not explicitly provide a generic hash function for tuples, a standards-compliant approach is available. By moving the code into a custom namespace, it is possible to avoid undefined behavior associated with specializing in the std namespace.
In this approach, a custom namespace, hash_tuple, is created with its own implementation of the hash function. This implementation dispatches non-tuple types to the std::hash function.
namespace hash_tuple{ template <typename tt> struct hash { size_t operator()(TT const& tt) const { return std::hash<tt>()(tt); } }; }</tt></typename>
The recursive template code is modified to utilize hash_tuple::hash instead of std::hash:
namespace hash_tuple{ namespace { template <class t> inline void hash_combine(std::size_t& seed, T const& v) { seed ^= hash_tuple::hash<t>()(v) + 0x9e3779b9 + (seed>2); } } }</t></class>
Finally, the std template specialization is placed within the hash_tuple namespace:
namespace hash_tuple{ template <typename ... tt> struct hash<:tuple>> { size_t operator()(std::tuple<tt...> const& tt) const { size_t seed = 0; HashValueImpl<:tuple> >::apply(seed, tt); return seed; } }; }</:tuple></tt...></:tuple></typename>
To use this approach, users must specify the hash_tuple namespace in their unordered collection declarations:
unordered_set<tuple int>, hash_tuple::hash<tuple int>>> test2;</tuple></tuple>
While this solution is standards-compliant, it requires specifying the namespace for each unordered collection declaration.
A Non-Standard Approach
An alternative approach, which is not compliant with the C standard, is to place the generic hash function code in the std namespace. This allows argument-dependent lookup (ADL) to automatically find the correct hash implementation.
namespace std{ namespace { // Code from boost // Reciprocal of the golden ratio helps spread entropy // and handles duplicates. // See Mike Seymour in magic-numbers-in-boosthash-combine: // http://stackoverflow.com/questions/4948780 template <class t> inline void hash_combine(std::size_t& seed, T const& v) { seed ^= std::hash<t>()(v) + 0x9e3779b9 + (seed>2); } // Recursive template code derived from Matthieu M. template <class tuple size_t index="std::tuple_size<Tuple">::value - 1> struct HashValueImpl { static void apply(size_t& seed, Tuple const& tuple) { HashValueImpl<tuple index-1>::apply(seed, tuple); hash_combine(seed, std::get<index>(tuple)); } }; template <class tuple> struct HashValueImpl<tuple> { static void apply(size_t& seed, Tuple const& tuple) { hash_combine(seed, std::get(tuple)); } }; } template <typename ... tt> struct hash<:tuple>> { size_t operator()(std::tuple<tt...> const& tt) const { size_t seed = 0; HashValueImpl<:tuple> >::apply(seed, tt); return seed; } }; }</:tuple></tt...></:tuple></typename></tuple></class></index></tuple></class></t></class>
With this approach, unordered collection syntax remains simpler:
unordered_set<tuple int> > test_set;</tuple>
However, this technique carries the risk of undefined behavior due to the specialization in the std namespace.
Conclusion
The generic hashing of tuples in unordered collections is a non-trivial problem that can require a custom implementation. Both the standards-compliant and non-standard approaches outlined in this article provide viable solutions. Ultimately, the choice between these approaches depends on the developer's requirements and tolerance for potential undefined behavior.
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