/* * Copyright 2001-2003 Adrian Thurston * * Permission is hereby granted, free of charge, to any person obtaining a copy * of this software and associated documentation files (the "Software"), to * deal in the Software without restriction, including without limitation the * rights to use, copy, modify, merge, publish, distribute, sublicense, and/or * sell copies of the Software, and to permit persons to whom the Software is * furnished to do so, subject to the following conditions: * * The above copyright notice and this permission notice shall be included in all * copies or substantial portions of the Software. * * THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR * IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY, * FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE * AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER * LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, * OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE * SOFTWARE. */ #include #include #include #include #include #include "avlmel.h" #define AVLTREE_MEL #include "avlverify.h" #undef AVLTREE_MEL #include "util.h" /* Having the action change perion larger than the number of initial entries * means that it will take longer to get to all the cases, but all the * cases will be more thoroughly tested. The tree will be more likely to * empty out completely and fill up with all of the entries. */ #define INITIAL_ENTRIES 64831 #define ACTION_CHANGE_PERIOD 120233 #define VERIFY_PERIOD 1119 #define COPY_PERIOD 1351 #define INCREMENT_VARIATION 10 #define STATS_PERIOD 211 #define OUTBUFSIZE 100 #define TAB_WIDTH 10 using namespace std; struct TreeEl; struct BaseEl1 : public AvlTreeEl< TreeEl > { }; struct BaseEl2 : public AvlTreeEl< TreeEl > { }; struct TreeEl : public BaseEl1, public BaseEl2 { TreeEl() : inTree1(false), inTree2(false) { } TreeEl(const int key) : key(key), inTree1(false), inTree2(false) { } const int &getKey() { return key; } int key; bool inTree1; bool inTree2; }; template class AvlMel< TreeEl, int, BaseEl1 >; template class AvlMel< TreeEl, int, BaseEl2 >; template class AvlMelVer< TreeEl, int, BaseEl1 >; template class AvlMelVer< TreeEl, int, BaseEl2 >; int increment = 0; int curIndex = 0; int action = 1; int curRound = 0; /* Replace the current stats line with new stats. For two trees. */ void printStats( int treeSize1, int treeSize2 ) { /* Print stats. */ static char buf[OUTBUFSIZE] = { 0 }; char tmpBuf[OUTBUFSIZE]; if ( curRound % STATS_PERIOD == 0 ) { memset( buf, '\b', strlen(buf) ); cout << buf; sprintf( tmpBuf, "%i\t%i\t%s\t%s\t%i\t%i\t%i\t", curRound, increment, action&0x1 ? "yes" : "no", action&0x2 ? "yes" : "no", curIndex, treeSize1, treeSize2 ); expandTab( buf, tmpBuf ); cout << buf; cout.flush(); } } /* Find a new curIndex to use. If the increment is 0 then get * a random curIndex. Otherwise use the increment. */ void newIndex() { if ( increment == 0 ) curIndex = random() % INITIAL_ENTRIES; else curIndex = (curIndex + increment) % INITIAL_ENTRIES; } /* Print the header to the stats. For two trees*/ void printHeader() { char buf[OUTBUFSIZE]; expandTab( buf, "round\tinc\tins\trem\tindex\tels1\tels2" ); cout << buf << endl; } int main( int argc, char **argv ) { processArgs( argc, argv ); srandom( time(0) ); /* Make the tree and element. */ AvlMelVer< TreeEl, int, BaseEl1 > tree1; AvlMelVer< TreeEl, int, BaseEl2 > tree2; TreeEl *allElements = new TreeEl[INITIAL_ENTRIES]; for ( int element = 0; element < INITIAL_ENTRIES; element++ ) allElements[element].key = element; printHeader(); for ( curRound = 0; true; curRound++ ) { /* Do we change our action? */ if ( curRound % ACTION_CHANGE_PERIOD == 0 ) { increment = random() % 2; if ( increment > 0 ) increment = random() % INCREMENT_VARIATION; action = (random()%3) + 1; } /* Dump stats. */ printStats( tree1.treeSize, tree2.treeSize ); /* Insert one to tree1? */ if ( action&0x1 ) { newIndex(); /* Insert from the pool of existing element. */ if ( ! allElements[curIndex].inTree1 ) { tree1.insert( allElements+curIndex ); allElements[curIndex].inTree1 = true; } } /* Insert one to tree2? */ if ( action&0x1 ) { newIndex(); /* Insert from the pool of existing element. */ if ( ! allElements[curIndex].inTree2 ) { tree2.insert( allElements+curIndex ); allElements[curIndex].inTree2 = true; } } /* Delete one from tree1? */ if ( action&0x2 ) { newIndex(); /* Delete from the pool of existing entries. */ if ( allElements[curIndex].inTree1 ) { tree1.detach( allElements+curIndex ); allElements[curIndex].inTree1 = false; } } /* Delete one from tree2? */ if ( action&0x2 ) { newIndex(); /* Delete from the pool of existing entries. */ if ( allElements[curIndex].inTree2 ) { tree2.detach( allElements+curIndex ); allElements[curIndex].inTree2 = false; } } /* Verify? */ if ( curRound % VERIFY_PERIOD == 0 ) { tree1.verifyIntegrity(); tree2.verifyIntegrity(); } /* Test the deep copy? */ if ( curRound % COPY_PERIOD == 0 ) { AvlMelVer< TreeEl, int, BaseEl1 > copy1( tree1 ); AvlMelVer< TreeEl, int, BaseEl2 > copy2( tree2 ); copy1.verifyIntegrity(); copy2.verifyIntegrity(); copy1.empty(); copy2.empty(); } } return 0; }