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Import AnaGram (near-)release tree into Mercurial.
author David A. Holland
date Sat, 22 Dec 2007 17:52:45 -0500
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1 <!DOCTYPE HTML PUBLIC "-//W3C//DTD HTML 3.2//EN">
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2 <HTML>
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3 <HEAD>
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4 <TITLE>String Dictionary Class Definition</TITLE>
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5 </HEAD>
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6
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7
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8 <BODY BGCOLOR="#ffffff" BACKGROUND="tilbl6h.gif"
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9 TEXT="#000000" LINK="#0033CC"
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10 VLINK="#CC0033" ALINK="#CC0099">
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11
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12 <P>
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13 <IMG ALIGN="right" SRC="../images/agrsl6c.gif" ALT="AnaGram"
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14 WIDTH=124 HEIGHT=30 >
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15 <BR CLEAR="all">
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16 Back to :
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17 <A HREF="../index.html">Index</A> |
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18 <A HREF="index.html">Class libraries for examples</A>
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19 <P>
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20
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21 <IMG ALIGN="bottom" SRC="../images/rbline6j.gif" ALT="----------------------"
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22 WIDTH=1010 HEIGHT=2 >
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23 <P>
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24
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25 <H1>String Dictionary Class Definition</H1>
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26 <IMG ALIGN="bottom" SRC="../images/rbline6j.gif" ALT="----------------------"
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27 WIDTH=1010 HEIGHT=2 >
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28 <P>
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29 <BR>
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30 <H2>Introduction</H2>
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31 <P>
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32
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33 A string dictionary is a device for keeping track of character strings.
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34 It associates a unique, non-zero, unsigned integer with each unique
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35 string inserted in the dictionary. These indices are assigned in order
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36 of insertion, so that the first string inserted has index 1, the second
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37 index 2, and so on. These indices may be used to index auxiliary tables
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38 containing information about the corresponding string. In particular,
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39 these indices may be conveniently used to index a symbol table. A
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40 hashing scheme is used to facilitate quick identification of a given
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41 string.
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42 <P>
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43 <BR>
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44
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45 <H2>Constructor </H2>
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46
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47 The constructor for a string dictionary takes two unsigned integer
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48 arguments: the maximum number of entries and the average number of
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49 bytes per entry. The latter will default to ten if you don't specify
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50 it. The product of size and length must be less than 65536. For
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51 example:
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52 <PRE>
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53 string_dictionary td(5000); // 5000 entries, default size
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54 string_dictionary xx(500,20); // 500 entries, average size = 20
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55 </PRE>
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56 <P>
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57 <BR>
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58
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59 <H2>Entering Strings in a Dictionary </H2>
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60
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61 To enter a string in a dictionary, use the overloaded operator " &lt;&lt; ",
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62 with the dictionary on the left, the string on the right. The result is
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63 a nonzero, unsigned integer. For example:
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64 <PRE>
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65 unsigned hwx = td &lt;&lt; "Hello, world!";
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66 </PRE>
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67 <P>
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68 <BR>
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69
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70 <H2>Dictionary Lookups </H2>
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71
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72 To look up a string in a dictionary, use the overloaded operator
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73 "<CODE>[]</CODE>",
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74 using the string to index the dictionary. The result is an unsigned
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75 integer. It will be zero if the string is not found in the dictionary.
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76 For example:
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77 <PRE>
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78 unsigned k = td["Hello, world!"];
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79 </PRE>
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80 <BR>
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81
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82 <H2>Recovering a String from a Dictionary </H2>
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83
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84 The operator "<CODE>[]</CODE>" is also overloaded to allow you to get the pointer to
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85 a particular string in the dictionary. Simply index the dictionary with
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86 an unsigned integer. The result will be a pointer to the desired
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87 string. If the index is zero, or larger than the number of strings in
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88 the dictionary, the pointer will be null. For example:
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89 <PRE>
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90 unsigned k = td &lt;&lt; "Hello";
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91 char *ptr = td[k]; //returns pointer to "Hello"
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92 </PRE>
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93 <BR>
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94
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95 <H2>Number of Entries in the Dictionary </H2>
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96
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97 To find the number of entries in a dictionary, use the function "size".
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98 It returns an unsigned integer. Since the zero entry is unused, the
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99 integer returned by size is the index of the last entry in the
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100 dictionary. For example:
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101 <PRE>
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102 unsigned n = size(td);
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103 </PRE>
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104 <P>
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105 <BR>
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106
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107 <H2>Resetting a String Dictionary </H2>
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108
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109 The overloaded function reset() may be used to restore a string
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110 dictionary to its initial condition, deleting all entries:
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111 <PRE>
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112 reset(td);
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113 </PRE>
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114 <P>
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115 <BR>
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116
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117 <H2>Technical Notes </H2>
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118
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119 The dictionary uses a hashing algorithm freely adapted from Fletcher's
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120 checksum as described by John Kodis in Doctor Dobb's Journal, May,
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121 1992.
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122 <P>
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123 The length of the hash table is the smallest power of two that is
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124 greater than the specified size of the dictionary. Therefore, if you
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125 are using a computer with 8086 architecture, you are limited to a
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126 dictionary with fewer than 32768 entries.
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127 <P>
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128 The hash algorithm produces two unsigned integers, k1 and k2, which are
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129 each less than 255. The hash code is then calculated as
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130 <CODE> 255*k1 + k2</CODE>,
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131 and masked to the length of the hash table. In case of collision, a
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132 hash increment is calculated by using k1 and k2 in the opposite order:
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133 <CODE> 255*k2 + k1</CODE>.
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134 This is multiplied by two and one is added to guarantee an
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135 increment which is relatively prime to the length of the hash table.
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136 This process guarantees the entire table can be searched.
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137 <P>
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138 The number of calls and the number of collisions are recorded so you
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139 can check the efficiency of the hash algorithm.
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140 <P>
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141 Because the dictionary allocates a single character array for all the
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142 dictionary entries, the product of the max number of entries and the
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143 average size must be less than 65536 when using 8086 architecture. If
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144 this is inconvenient there are several alternatives. You can allocate
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145 storage individually for each string and simply maintain a list of
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146 pointers, or you can declare a "huge" array, and use longs to index it.
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147 Remember that in this case the hash table would have to be declared as
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148 an array of longs.
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149
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150
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151 <P>
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152 <BR>
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153
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154
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155 <IMG ALIGN="bottom" SRC="../images/rbline6j.gif" ALT="----------------------"
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156 WIDTH=1010 HEIGHT=2 >
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157 <P>
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158 <IMG ALIGN="right" SRC="../images/pslrb6d.gif" ALT="Parsifal Software"
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159 WIDTH=181 HEIGHT=25>
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160 <BR CLEAR="right">
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161
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162 <P>
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163 Back to :
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164 <A HREF="../index.html">Index</A> |
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165 <A HREF="index.html">Class libraries for examples</A>
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166
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167 <P>
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168 <ADDRESS><FONT SIZE="-1">
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169 AnaGram parser generator - examples<BR>
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170 Class libraries - String dictionary class definition<BR>
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171 Copyright &copy; 1993-1999, Parsifal Software. <BR>
13d2b8934445 Import AnaGram (near-)release tree into Mercurial.
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172 All Rights Reserved.<BR>
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173 </FONT></ADDRESS>
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174
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175 </BODY>
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176 </HTML>
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