README was updated

This commit is contained in:
fc_botelho 2005-01-25 20:47:23 +00:00
parent 56a9e19d84
commit ed091d5dee

119
README
View File

@ -1,37 +1,59 @@
== cmph - C Minimal Perfect Hashing Library ==
CMPH - C Minimal Perfect Hashing Library
----------------------------------------
Description
C Minimal Perfect Hashing Library is a portable LGPLed library to create and
work with minimal perfect hashes. The cmph library encapsulates the newest
and more efficient algorithms in the literature in a ease-to-use,
production-quality, fast API. The library is designed to work big entries that
won't fit in the main memory. It has been used successfully to create hashes
bigger than 100 million entries. Although there is a lack of similar libraries
in the free software world, we can point out some of the "distinguishing"
to work with minimal perfect hashing functions. The cmph library encapsulates the newest
and more efficient algorithms (available in the literature) in an easy-to-use,
production-quality and fast API. The library is designed to work with big entries that
can not fit in the main memory. It has been used successfully for constructing minimal perfect
hashing functions for sets with more than 100 million of keys.
Although there is a lack of similar libraries
in the free software world, we can point out some of the distinguishable
features of cmph:
- Fast
- Space-efficient with main memory usage carefully documented
- The best modern algorithms are available (or at least scheduled for implementation :-))
- Object oriented implementation
- Works with in-disk key sets through use of adapter pattern
- Serialization of hash functions
- Easily extensible
- Well encapsulated API aiming binary compatibility through releases
- Free Software
- Fast.
- Space-efficient with main memory usage carefully documented.
- The best modern algorithms are available (or at least scheduled for implementation :-)).
- Works with in-disk key sets through of using the adapter pattern.
- Serialization of hash functions.
- Portable C code (currently works on GNU/Linux and WIN32).
- Object oriented implementation.
- Easily extensible.
- Well encapsulated API aiming binary compatibility through releases.
- Free Software.
----------------------------------------
Supported Algorithms
- BMZ Algorithm.
A very fast algorithm based on cyclic random graphs to construct minimal
perfect hash functions in linear time. The resulting functions are not order preserving and
can be stored in only 4cn bytes, where c is between 0.93 and 1.15.
- CHM Algorithm.
An algorithm based on acyclic random graphs to construct minimal
perfect hash functions in linear time. The resulting functions are order preserving and
are stored in 4cn bytes, where c is greater than 2.
----------------------------------------
News for version 0.3
- New heuristics in bmz algorithm, providing hash creation with only
(0.93 * 16 + 4)*n bytes and hash query with (0.93*4)n bytes
- New heuristic added to the bmz algorithm permits to generate a mphf with only
24.61*n + O(1) bytes. The resulting function can be stored in 3.72*n bytes.
click here (bmz.html) for details.
----------------------------------------
Examples
Using cmph is quite ease. Take a look.
Using cmph is quite simple. Take a look.
// Create minimal perfect hash from in-memory vector
// Create minimal perfect hash function from in-memory vector
#include <cmph.h>
...
@ -40,7 +62,7 @@ Using cmph is quite ease. Take a look.
//Fill vector
//...
//Create minimal perfect hash
//Create minimal perfect hashing function using the default(chm) algorithm.
cmph_config_t *config = cmph_config_new(cmph_io_vector_adapter(vector, nkeys));
cmph_t *hash = cmph_new(config);
cmph_config_destroy(config);
@ -55,7 +77,7 @@ Using cmph is quite ease. Take a look.
-------------------------------
// Create minimal perfect hash from in-disk keys using BMZ algorithm
// Create minimal perfect hash function from in-disk keys using BMZ algorithm
#include <cmph.h>
...
@ -83,13 +105,14 @@ The cmph application
cmph is the name of both the library and the utility
application that comes with this package. You can use the cmph
application to create minimal perfect hashes from command line. The cmph utility
comes with a number of flags, but it is very simple to create and query
minimal perfect hashes:
application for constructing minimal perfect hashing functions from the command line.
The cmph utility
comes with a number of flags, but it is very simple to create and to query
minimal perfect hashing functions:
$ # Create mph for keys in file keys_file
$ ./cmph keys_file
$ # Using the chm algorithm (default one) for constructing a mphf for keys in file keys_file
$ ./cmph -g keys_file
$ # Query id of keys in the file keys_query
$ ./cmph -m keys_file.mph keys_query
@ -99,28 +122,28 @@ available through the C API. Below you can see the full help message for the
utility.
usage: cmph [-v] [-h] [-V] [-k] [-g [-s seed] ] [-m file.mph] [-a algorithm] keysfile
usage: cmph [-v] [-h] [-V] [-k nkeys] [-f hash_function] [-g [-c value][-s seed] ] [-m file.mph] [-a algorithm] keysfile
Minimum perfect hashing tool
-h print this help message
-c c value that determines the number of vertices in the graph
-a algorithm - valid values are
* czech
* bmz
-f hash function (may be used multiple times) - valid values are
* jenkins
* djb2
* sdbm
* fnv
* glib
* pjw
-V print version number and exit
-v increase verbosity (may be used multiple times)
-k number of keys
-g generation mode
-s random seed
-m minimum perfect hash function file
keysfile line separated file with keys
-h print this help message
-c c value that determines the number of vertices in the graph
-a algorithm - valid values are
* bmz
* chm
-f hash function (may be used multiple times) - valid values are
* djb2
* fnv
* glib
* jenkins
* pjw
* sdbm
-V print version number and exit
-v increase verbosity (may be used multiple times)
-k number of keys
-g generation mode
-s random seed
-m minimum perfect hash function file
keysfile line separated file with keys
Downloads
@ -139,7 +162,7 @@ Davi de Castro Reis
Fabiano Cupertino Botelho
Last Updated: Thu Jan 20 11:01:01 2005
Last Updated: Tue Jan 25 18:43:38 2005