hash_algos()

(PHP 5 >= 5.1.2, PHP 7, PECL hash >= 1.1)

返回已注册的哈希算法列表

说明

返回值

返回一个数值索引的数组，包含了受支持的哈希算法名称。

更新日志

范例

Example #1hash_algos()例程

在 PHP 5.6.0 中，hash_algos()会返回下表所示的算法清单：

以上例程的输出类似于：

Array
(
    [0] => md2
    [1] => md4
    [2] => md5
    [3] => sha1
    [4] => sha224
    [5] => sha256
    [6] => sha384
    [7] => sha512
    [8] => ripemd128
    [9] => ripemd160
    [10] => ripemd256
    [11] => ripemd320
    [12] => whirlpool
    [13] => tiger128,3
    [14] => tiger160,3
    [15] => tiger192,3
    [16] => tiger128,4
    [17] => tiger160,4
    [18] => tiger192,4
    [19] => snefru
    [20] => snefru256
    [21] => gost
    [22] => gost-crypto
    [23] => adler32
    [24] => crc32
    [25] => crc32b
    [26] => fnv132
    [27] => fnv1a32
    [28] => fnv164
    [29] => fnv1a64
    [30] => joaat
    [31] => haval128,3
    [32] => haval160,3
    [33] => haval192,3
    [34] => haval224,3
    [35] => haval256,3
    [36] => haval128,4
    [37] => haval160,4
    [38] => haval192,4
    [39] => haval224,4
    [40] => haval256,4
    [41] => haval128,5
    [42] => haval160,5
    [43] => haval192,5
    [44] => haval224,5
    [45] => haval256,5
)

参见

• hash_hmac_algos()Return a list of registered hashing algorithms suitable for hash_hmac

Ansewring to holdoffhunger avoid crc32, the are different results because the crc32(); use the algorithm 'crc32b'. To check this only have to write:
echo hash('crc32b', 'The quick brown fox jumped over the lazy dog.'), "\n";
echo dechex (crc32('The quick brown fox jumped over the lazy dog.'));
And check that both have the same results:
82a34642
82a34642

If you print the results of the hash_algos function and look at all of the available hashing functions, you will find three with duplicate functions: md5, sha1, crc32, and sha256. That means you can call the any of these function with either its own function or the hash function. For example, with the SHA1 function :

However, the alternate title for the SHA256 algorithm is "getImageSignature", as part of the ImageMagick application package. Oddly, the CRC32 function returns different values when called from its own particular function (crc32()) compared to when it's called through the hash function (hash()). This leads me to suspect that they may be different implementations of the crc32 algorithm altogether. The different functions for SHA1 and MD5, however, produce the same results. The SHA-256 algorithm, as implemented in the ImageMagick function, also produces different results compared to the results of the hash_file() function within the Hash application package.
For the String "1234567890", the single CRC32() Function (which doesn't have an option for binary, "raw data" representation) produces "639479525", but when called through the Hash() Function, that same string produces "b6536850". I cannot find the relationship of any of these values, as they are not inverses of each other, nor is their sum or difference equal to any power of two (as I suspected they might be an equal distance from 0 or 2^32).
Both the SHA1 and MD5 alternate functions have the parameter of "TRUE/FALSE" at the end to indicate whether the result is given in binary (raw data) or not. Unfortunately, this often turns out to be data that doesn't print very well. It is recommended to be printed with the statement of printf("%u\n", $crc_32_value);. However, that often doesn't produce any usable results, either. The only method I have discovered is the "bin2hex" function, like so :

However, bin2hex returns a hexadecimal representation, whereas you probably wanted a string of binary 1's and 0's. You can use the base_convert function, such as base_convert($md5_value_in_hex, 16, 2);. However, base_convert doesn't work on large numbers, so you have to write your own function for converting Hex to Binary.
One other thing that will probably catch your attention is that half of the listed algorithms have similar names, but are represented with different numbers. That means that the algorithm takes parameters itself, such as number of bits for the resultant hash value and number of rounds to do in producing the hashed result. The first number in the title of the Hash Function usually indicates the size of the hash result, such as 128 bit for "haval128,3" and 160 bit for "tiger160,4". The second number, however, indicates the number of rounds, such as 5 rounds for "haval224,5".

These algorithms can be used to generate a session ID. Just pick a string value from the list and feed the session.hash_function directive with it. E.g.: 

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