github.com/cockroachdb/pebble@v1.1.2/testdata/table_stats_deletion_iter (about) 1 # The example used in the documentation for tableRangedDeletionIter. An iterator 2 # over the following table: 3 # 4 # 5 # |---------| |---------| |-------| RANGEKEYDELs 6 # |-----------|-------------| |-----| RANGEDELs 7 # __________________________________________________________ 8 # a b c d e f g h i j k l m n o p q r s t u v w x y z 9 # 10 # yields the following spans: 11 # 12 # 1 3 1 3 2 1 3 2 13 # |-----|---------|-----|---|-----| |---|-|-----| 14 # __________________________________________________________ 15 # a b c d e f g h i j k l m n o p q r s t u v w x y z 16 # 17 # where: 18 # - 1: homogenous span with range dels only 19 # - 2: homogenous span with range key dels only 20 # - 3: heterogeneous span with range dels and range key dels 21 22 build 23 a-g:{(#0,RANGEDEL)} 24 g-n:{(#0,RANGEDEL)} 25 t-w:{(#0,RANGEDEL)} 26 d-i:{(#0,RANGEKEYDEL)} 27 l-q:{(#0,RANGEKEYDEL)} 28 v-z:{(#0,RANGEKEYDEL)} 29 ---- 30 000000:[a#0,RANGEDEL-z#inf,RANGEKEYDEL] 31 32 spans 33 ---- 34 a-d:{(#0,RANGEDEL)} 35 d-i:{(#0,RANGEKEYDEL) (#0,RANGEDEL)} 36 i-l:{(#0,RANGEDEL)} 37 l-n:{(#0,RANGEKEYDEL) (#0,RANGEDEL)} 38 n-q:{(#0,RANGEKEYDEL)} 39 t-v:{(#0,RANGEDEL)} 40 v-w:{(#0,RANGEKEYDEL) (#0,RANGEDEL)} 41 w-z:{(#0,RANGEKEYDEL)} 42 43 # The iterator elides anything other than range deletes and range key deletes. 44 45 # |---------------RANGEKEYUNSET----------------------| 46 # |---------------RANGEKEYSET------------------------| 47 # |---------------RANGEKEYDEL------------------------| 48 # __________________________________________________________ 49 # a b c d e f g h i j k l m n o p q r s t u v w x y z 50 # 51 # Becomes: 52 # |---------------RANGEKEYDEL------------------------| 53 # __________________________________________________________ 54 # a b c d e f g h i j k l m n o p q r s t u v w x y z 55 56 build 57 a-z:{(#0,RANGEKEYDEL) (#0,RANGEKEYSET,@1,foo) (#0,RANGEKEYUNSET,@2)} 58 ---- 59 000000:[a#0,RANGEKEYSET-z#inf,RANGEKEYDEL] 60 61 spans 62 ---- 63 a-z:{(#0,RANGEKEYDEL)} 64 65 # The same as the above, except that the RANGEKEYDEL is at a lower sequence 66 # number than the SET and UNSET. The three keys exist at different sequence 67 # numbers, with the DEL at the bottom to avoid the perceived affects of 68 # shadowing. 69 70 build 71 a-z:{(#3,RANGEKEYSET,@1,foo) (#2,RANGEKEYUNSET,@2) (#1,RANGEKEYDEL)} 72 ---- 73 000000:[a#3,RANGEKEYSET-z#inf,RANGEKEYDEL] 74 75 spans 76 ---- 77 a-z:{(#1,RANGEKEYDEL)} 78 79 # |-RANGEKEYSET-|-RANGEKEYUNSET-|-RANGEKEYDEL--------| 80 # __________________________________________________________ 81 # a b c d e f g h i j k l m n o p q r s t u v w x y z 82 # 83 # Becomes: 84 # |-RANGEKEYDEL-------| 85 # __________________________________________________________ 86 # a b c d e f g h i j k l m n o p q r s t u v w x y z 87 88 build 89 a-h:{(#0,RANGEKEYSET,@1,foo)} 90 h-p:{(#0,RANGEKEYUNSET,@1)} 91 p-z:{(#0,RANGEKEYDEL)} 92 ---- 93 000000:[a#0,RANGEKEYSET-z#inf,RANGEKEYDEL] 94 95 spans 96 ---- 97 p-z:{(#0,RANGEKEYDEL)} 98 99 # |-RANGEKEYSET-|-RANGEKEYUNSET-|-RANGEKEYDEL--------| 100 # |--RANGEDEL-----------------------------| 101 # __________________________________________________________ 102 # a b c d e f g h i j k l m n o p q r s t u v w x y z 103 # 104 # Becomes: 105 # 106 # |---------------1-------------|----3----|----2----| 107 # __________________________________________________________ 108 # a b c d e f g h i j k l m n o p q r s t u v w x y z 109 110 build 111 a-u:{(#0,RANGEDEL)} 112 a-h:{(#0,RANGEKEYSET,@1,foo)} 113 h-p:{(#0,RANGEKEYUNSET,@1)} 114 p-z:{(#0,RANGEKEYDEL)} 115 ---- 116 000000:[a#0,RANGEKEYSET-z#inf,RANGEKEYDEL] 117 118 spans 119 ---- 120 a-p:{(#0,RANGEDEL)} 121 p-u:{(#0,RANGEKEYDEL) (#0,RANGEDEL)} 122 u-z:{(#0,RANGEKEYDEL)} 123 124 # An iterator over a table with neither range dels or range key dels present 125 # yields no spans. 126 127 build 128 a-m:{(#0,RANGEKEYSET,@1,foo)} 129 m-z:{(#0,RANGEKEYUNSET,@1)} 130 ---- 131 000000:[a#0,RANGEKEYSET-z#inf,RANGEKEYUNSET] 132 133 spans 134 ---- 135 (none) 136 137 # Abutting spans that are merged emit only the largest and smallest key. 138 139 build 140 a-c:{(#4,RANGEDEL) (#3,RANGEDEL) (#1,RANGEDEL)} 141 c-d:{(#9,RANGEDEL) (#7,RANGEDEL) (#6,RANGEDEL) (#2,RANGEDEL)} 142 ---- 143 000000:[a#4,RANGEDEL-d#inf,RANGEDEL] 144 145 spans 146 ---- 147 a-d:{(#9,RANGEDEL) (#1,RANGEDEL)} 148 149 # The same as above, but for range key dels. 150 151 build 152 a-c:{(#4,RANGEKEYDEL) (#3,RANGEKEYDEL) (#1,RANGEKEYDEL)} 153 c-d:{(#9,RANGEKEYDEL) (#7,RANGEKEYDEL) (#6,RANGEKEYDEL) (#2,RANGEKEYDEL)} 154 ---- 155 000000:[a#4,RANGEKEYDEL-d#inf,RANGEKEYDEL] 156 157 spans 158 ---- 159 a-d:{(#9,RANGEKEYDEL) (#1,RANGEKEYDEL)} 160 161 # The same as above, but for mixed key kinds. The resulting span has four keys, 162 # given the respective largest / smallest keys from the range del and range key 163 # del spans are interleaved. 164 165 build 166 a-c:{(#4,RANGEDEL) (#2,RANGEDEL)} 167 a-c:{(#3,RANGEKEYDEL) (#1,RANGEKEYDEL)} 168 ---- 169 000000:[a#4,RANGEDEL-c#inf,RANGEDEL] 170 171 spans 172 ---- 173 a-c:{(#4,RANGEDEL) (#3,RANGEKEYDEL) (#2,RANGEDEL) (#1,RANGEKEYDEL)} 174 175 # "Hetrogenous spans" (i.e. spans containing both range dels and range key dels) 176 # are preserved when abutting spans are merged. This tests that the reducing 177 # function does not "lose information" of the merged spans, effectively 178 # resulting in the span switching types from a heterogeneous span to a 179 # homogenous span. 180 181 # 10 |-------|---|---| RANGEDELs 182 # 5 |-------|---| RANGEKEYDELs 183 # 3 |-------|---|---| RANGEDELs 184 # _____________________ 185 # a b c d e 186 187 build 188 a-c:{(#10,RANGEDEL) (#3,RANGEDEL)} 189 c-d:{(#10,RANGEDEL) (#3,RANGEDEL)} 190 d-e:{(#10,RANGEDEL) (#3,RANGEDEL)} 191 a-c:{(#5,RANGEKEYDEL)} 192 c-d:{(#5,RANGEKEYDEL)} 193 ---- 194 000000:[a#10,RANGEDEL-e#inf,RANGEDEL] 195 196 spans 197 ---- 198 a-d:{(#10,RANGEDEL) (#5,RANGEKEYDEL) (#3,RANGEDEL)} 199 d-e:{(#10,RANGEDEL) (#3,RANGEDEL)}