代码解读——Solver.h及Solver.cpp
作者:互联网
一些重要笔记整理
1.变元v的decision[v部分变元不参与活跃度排序
在读入cnf文件时,首先调用的是newVars函数,该函数调用的第二个参数是默认值True。
1 Var Solver::newVar(bool sign, bool dvar) //该函数第二个参数默认值为true 2 { 3 int v = nVars(); 4 5 //-------------------------------- 6 // Update on 2020-03-10 7 // node created for var graph 8 varGraph->AddNode(v); // Update on 2020-01-04 //只考虑正文字索引, 负文字索引加1等于正文字的索引 9 varCmt.push(-1); // Update on 2020-01-04 //初始化变元所在的社区值为-1 10 //-------------------------------- 11 12 watches_bin.init(mkLit(v, false)); 13 watches_bin.init(mkLit(v, true )); 14 watches .init(mkLit(v, false)); 15 watches .init(mkLit(v, true )); 16 assigns .push(l_Undef); 17 vardata .push(mkVarData(CRef_Undef, 0)); 18 activity_CHB .push(0); 19 activity_VSIDS.push(rnd_init_act ? drand(random_seed) * 0.00001 : 0); 20 21 picked.push(0); 22 conflicted.push(0); 23 almost_conflicted.push(0); 24 #ifdef ANTI_EXPLORATION 25 canceled.push(0); 26 #endif 27 28 seen .push(0); 29 seen2 .push(0); 30 polarity .push(sign); 31 decision .push(); 32 trail .capacity(v+1); 33 setDecisionVar(v, dvar); //默认参数dvar值默认为true 34 35 activity_distance.push(0); 36 var_iLevel.push(0); 37 var_iLevel_tmp.push(0); 38 pathCs.push(0); 39 40 41 return v; 42 }
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1 inline void Solver::setDecisionVar(Var v, bool b) 2 { 3 if ( b && !decision[v]) dec_vars++; 4 else if (!b && decision[v]) dec_vars--; 5 6 decision[v] = b; 7 if (b && !order_heap_CHB.inHeap(v)){ 8 order_heap_CHB.insert(v); 9 order_heap_VSIDS.insert(v); 10 order_heap_distance.insert(v);} 11 } 可以看到,采用默认参数b为真,则 (1) decision[v] = b; 该变元可以作为决策变元使用; |
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标签:mkLit,Solver,变元,decision,解读,push,init,cpp 来源: https://www.cnblogs.com/yuweng1689/p/13461745.html