Generic hash functions for numeric keys smaller than or equal to Size.
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#include <agrum/base/core/hashFunc.h>
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| | HashFuncSmallKey () |
| | Class constructor.
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| virtual Size | operator() (const Key &key) const override final |
| | Computes the hashed value of a key.
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| void | resize (const Size new_size) |
| | Update the hash function to take into account a resize of the hash table.
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| Size | size () const |
| | Returns the hash table size as known by the hash function.
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| Size | hash_size_ {Size(0)} |
| | The size of the hash table.
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| unsigned int | hash_log2_size_ {0} |
| | Log of the number of slots of the hash table in base 2.
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| Size | hash_mask_ {Size(0)} |
| | performing y = x & hash_mask_ guarantees that y is a slot index of the hash table
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| unsigned int | right_shift_ {0} |
| | performing y = x >> right_shift_ guarantees that y is a slot index of the hash table
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template<typename Key>
class gum::HashFuncSmallKey< Key >
Generic hash functions for numeric keys smaller than or equal to Size.
- Template Parameters
-
| Key | The type hashed by this hash function. |
Definition at line 261 of file hashFunc.h.
◆ HashFuncSmallKey()
◆ castToSize()
Returns the value of a key as a Size.
- Parameters
-
| key | The value to return as a Size. |
- Returns
- Returns the value of a key as a Size.
◆ operator()()
Computes the hashed value of a key.
The classes inheriting from HashFuncBase should always declare Operator() as follows:
virtual Size operator()(const Key &key) const override final
Computes the hashed value of a key.
std::size_t Size
In aGrUM, hashed values are unsigned long int.
and its implementation should be something like:
}
unsigned int right_shift_
performing y = x >> right_shift_ guarantees that y is a slot index of the hash table
static Size castToSize(const Key &key)
Returns the value of a key as a Size.
This class should be useless as only its specializations should be used.
static constexpr Size gold
By doing this, compilers optimize the code so that it is significantly speeded-up because no virtual table will be used and everything is most certainly inlined. Of course, you need to define a static method castToSize which should take as argument a const Key& and return a Size
- Parameters
-
| key | The key to compute the hashed value. |
- Returns
- Returns the hashed value of a key.
Implements gum::HashFuncBase< Key >.
◆ resize()
Update the hash function to take into account a resize of the hash table.
When the user wishes to resize the gum::HashTable so that the array is of size s, the gum::HashTable resizes itself to the smallest power of 2 greater than or equal to s. This new size is computed by function gum::HashFuncBase::resize(gum::Size). Hence, s should be the size of the array of lists, not the number of elements stored into the gum::HashTable.
- Parameters
-
| new_size | The hashtable's size wished by the user. Actually, a hashtable of size n is an array of n lists. |
- Exceptions
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◆ size()
Returns the hash table size as known by the hash function.
- Returns
- Returns the size of the hash table, i.e., the number of slots (lists) it contains.
◆ hash_log2_size_
Log of the number of slots of the hash table in base 2.
Definition at line 224 of file hashFunc.h.
◆ hash_mask_
performing y = x & hash_mask_ guarantees that y is a slot index of the hash table
To transform a Size x into a slot index of the hash table, you can either use x & hash_mask_ or x >> right_shift_ depending on whether you want to exploit the least significant bits of x (&) or the most significant one (>>).
Definition at line 235 of file hashFunc.h.
◆ hash_size_
The size of the hash table.
Definition at line 221 of file hashFunc.h.
◆ right_shift_
performing y = x >> right_shift_ guarantees that y is a slot index of the hash table
To transform a Size x into a slot index of the hash table, you can either use x & hash_mask_ or x >> right_shift_ depending on whether you want to exploit the least significant bits of x (&) or the most significant one (>>).
Definition at line 246 of file hashFunc.h.
The documentation for this class was generated from the following file: