#include "stubborn_sets_ec.h"

#include "../plugins/plugin.h"
#include "../utils/logging.h"
#include "../utils/markup.h"

#include <cassert>
#include <unordered_map>

using namespace std;

namespace stubborn_sets_ec {
// DTGs are stored as one adjacency list per value.
using StubbornDTG = vector<vector<int>>;

static inline bool is_v_applicable(int var,
                                   int op_no,
                                   const State &state,
                                   vector<vector<int>> &preconditions) {
    int precondition_on_var = preconditions[op_no][var];
    return precondition_on_var == -1 || precondition_on_var == state[var].get_value();
}

static vector<StubbornDTG> build_dtgs(TaskProxy task_proxy) {
    /*
      NOTE: Code lifted and adapted from M&S atomic abstraction code.
      We need a more general mechanism for creating data structures of
      this kind.
     */

    /*
      NOTE: for stubborn sets ec, the DTG for v *does* include
      self-loops from d to d if there is an operator that sets the
      value of v to d and has no precondition on v. This is different
      from the usual DTG definition.
     */

    // Create the empty DTG nodes.
    vector<StubbornDTG> dtgs = utils::map_vector<StubbornDTG>(
        task_proxy.get_variables(), [](const VariableProxy &var) {
            return StubbornDTG(var.get_domain_size());
        });

    // Add DTG arcs.
    for (OperatorProxy op : task_proxy.get_operators()) {
        unordered_map<int, int> preconditions;
        for (FactProxy pre : op.get_preconditions()) {
            preconditions[pre.get_variable().get_id()] = pre.get_value();
        }
        for (EffectProxy effect : op.get_effects()) {
            FactProxy fact = effect.get_fact();
            VariableProxy var = fact.get_variable();
            int var_id = var.get_id();
            int eff_val = fact.get_value();
            int pre_val = utils::get_value_or_default(preconditions, var_id, -1);

            StubbornDTG &dtg = dtgs[var_id];
            if (pre_val == -1) {
                int num_values = var.get_domain_size();
                for (int value = 0; value < num_values; ++value) {
                    dtg[value].push_back(eff_val);
                }
            } else {
                dtg[pre_val].push_back(eff_val);
            }
        }
    }
    return dtgs;
}

static void recurse_forwards(const StubbornDTG &dtg,
                             int start_value,
                             int current_value,
                             vector<bool> &reachable) {
    if (!reachable[current_value]) {
        reachable[current_value] = true;
        for (int successor_value : dtg[current_value])
            recurse_forwards(dtg, start_value, successor_value, reachable);
    }
}

// Relies on both fact sets being sorted by variable.
static void get_conflicting_vars(const vector<FactPair> &facts1,
                                 const vector<FactPair> &facts2,
                                 vector<int> &conflicting_vars) {
    conflicting_vars.clear();
    auto facts1_it = facts1.begin();
    auto facts2_it = facts2.begin();
    while (facts1_it != facts1.end() &&
           facts2_it != facts2.end()) {
        if (facts1_it->var < facts2_it->var) {
            ++facts1_it;
        } else if (facts1_it->var > facts2_it->var) {
            ++facts2_it;
        } else {
            if (facts2_it->value != facts1_it->value) {
                conflicting_vars.push_back(facts2_it->var);
            }
            ++facts1_it;
            ++facts2_it;
        }
    }
}

StubbornSetsEC::StubbornSetsEC(const plugins::Options &opts)
    : StubbornSetsActionCentric(opts) {
}

void StubbornSetsEC::initialize(const shared_ptr<AbstractTask> &task) {
    StubbornSets::initialize(task);
    TaskProxy task_proxy(*task);
    VariablesProxy variables = task_proxy.get_variables();
    written_vars.assign(variables.size(), false);
    nes_computed = utils::map_vector<vector<bool>>(
        variables, [](const VariableProxy &var) {
            return vector<bool>(var.get_domain_size(), false);
        });
    active_ops.assign(num_operators, false);
    compute_operator_preconditions(task_proxy);
    build_reachability_map(task_proxy);

    conflicting_and_disabling.resize(num_operators);
    conflicting_and_disabling_computed.resize(num_operators, false);
    disabled.resize(num_operators);
    disabled_computed.resize(num_operators, false);

    log << "pruning method: stubborn sets ec" << endl;
}

void StubbornSetsEC::compute_operator_preconditions(const TaskProxy &task_proxy) {
    int num_variables = task_proxy.get_variables().size();
    op_preconditions_on_var = utils::map_vector<vector<int>>(
        task_proxy.get_operators(), [&](const OperatorProxy &op) {
            vector<int> preconditions_on_var(num_variables, -1);
            for (FactProxy precondition : op.get_preconditions()) {
                FactPair fact = precondition.get_pair();
                preconditions_on_var[fact.var] = fact.value;
            }
            return preconditions_on_var;
        });
}

void StubbornSetsEC::build_reachability_map(const TaskProxy &task_proxy) {
    vector<StubbornDTG> dtgs = build_dtgs(task_proxy);
    reachability_map = utils::map_vector<vector<vector<bool>>>(
        task_proxy.get_variables(), [&](const VariableProxy &var) {
            StubbornDTG &dtg = dtgs[var.get_id()];
            int num_values = var.get_domain_size();
            vector<vector<bool>> var_reachability_map(num_values);
            for (int start_value = 0; start_value < num_values; ++start_value) {
                vector<bool> &reachable = var_reachability_map[start_value];
                reachable.assign(num_values, false);
                recurse_forwards(dtg, start_value, start_value, reachable);
            }
            return var_reachability_map;
        });
}

void StubbornSetsEC::compute_active_operators(const State &state) {
    active_ops.assign(active_ops.size(), false);

    for (int op_no = 0; op_no < num_operators; ++op_no) {
        bool all_preconditions_are_active = true;

        for (const FactPair &precondition : sorted_op_preconditions[op_no]) {
            int var_id = precondition.var;
            int current_value = state[var_id].get_value();
            const vector<bool> &reachable_values =
                reachability_map[var_id][current_value];
            if (!reachable_values[precondition.value]) {
                all_preconditions_are_active = false;
                break;
            }
        }

        if (all_preconditions_are_active) {
            active_ops[op_no] = true;
        }
    }
}

const vector<int> &StubbornSetsEC::get_conflicting_and_disabling(int op1_no) {
    vector<int> &result = conflicting_and_disabling[op1_no];
    if (!conflicting_and_disabling_computed[op1_no]) {
        for (int op2_no = 0; op2_no < num_operators; ++op2_no) {
            if (op1_no != op2_no) {
                bool conflict = can_conflict(op1_no, op2_no);
                bool disable = can_disable(op2_no, op1_no);
                if (conflict || disable) {
                    result.push_back(op2_no);
                }
            }
        }
        result.shrink_to_fit();
        conflicting_and_disabling_computed[op1_no] = true;
    }
    return result;
}

const vector<int> &StubbornSetsEC::get_disabled(int op1_no) {
    vector<int> &result = disabled[op1_no];
    if (!disabled_computed[op1_no]) {
        for (int op2_no = 0; op2_no < num_operators; ++op2_no) {
            if (op2_no != op1_no && can_disable(op1_no, op2_no)) {
                result.push_back(op2_no);
            }
        }
        result.shrink_to_fit();
        disabled_computed[op1_no] = true;
    }
    return result;
}

bool StubbornSetsEC::is_applicable(int op_no, const State &state) const {
    return find_unsatisfied_precondition(op_no, state) == FactPair::no_fact;
}

// TODO: find a better name.
void StubbornSetsEC::enqueue_stubborn_operator_and_remember_written_vars(
    int op_no, const State &state) {
    if (enqueue_stubborn_operator(op_no)) {
        if (is_applicable(op_no, state)) {
            for (const FactPair &effect : sorted_op_effects[op_no])
                written_vars[effect.var] = true;
        }
    }
}

/* TODO: think about a better name, which distinguishes this method
   better from the corresponding method for simple stubborn sets */
void StubbornSetsEC::add_nes_for_fact(const FactPair &fact, const State &state) {
    for (int achiever : achievers[fact.var][fact.value]) {
        if (active_ops[achiever]) {
            enqueue_stubborn_operator_and_remember_written_vars(achiever, state);
        }
    }

    nes_computed[fact.var][fact.value] = true;
}

void StubbornSetsEC::add_conflicting_and_disabling(int op_no,
                                                   const State &state) {
    for (int conflict : get_conflicting_and_disabling(op_no)) {
        if (active_ops[conflict]) {
            enqueue_stubborn_operator_and_remember_written_vars(conflict, state);
        }
    }
}

// Relies on op_effects and op_preconditions being sorted by variable.
void StubbornSetsEC::get_disabled_vars(
    int op1_no, int op2_no, vector<int> &disabled_vars) const {
    get_conflicting_vars(sorted_op_effects[op1_no],
                         sorted_op_preconditions[op2_no],
                         disabled_vars);
}

void StubbornSetsEC::apply_s5(int op_no, const State &state) {
    // Find a violated state variable and check if stubborn contains a writer for this variable.
    for (const FactPair &pre : sorted_op_preconditions[op_no]) {
        if (state[pre.var].get_value() != pre.value && written_vars[pre.var]) {
            if (!nes_computed[pre.var][pre.value]) {
                add_nes_for_fact(pre, state);
            }
            return;
        }
    }

    FactPair violated_precondition = find_unsatisfied_precondition(op_no, state);
    assert(violated_precondition != FactPair::no_fact);
    if (!nes_computed[violated_precondition.var][violated_precondition.value]) {
        add_nes_for_fact(violated_precondition, state);
    }
}

void StubbornSetsEC::initialize_stubborn_set(const State &state) {
    for (vector<bool> &by_value : nes_computed) {
        by_value.assign(by_value.size(), false);
    }
    written_vars.assign(written_vars.size(), false);

    compute_active_operators(state);

    //rule S1
    FactPair unsatisfied_goal = find_unsatisfied_goal(state);
    assert(unsatisfied_goal != FactPair::no_fact);
    add_nes_for_fact(unsatisfied_goal, state);     // active operators used
}

void StubbornSetsEC::handle_stubborn_operator(const State &state, int op_no) {
    if (is_applicable(op_no, state)) {
        //Rule S2 & S3
        add_conflicting_and_disabling(op_no, state);     // active operators used
        //Rule S4'
        vector<int> disabled_vars;
        for (int disabled_op_no : get_disabled(op_no)) {
            if (active_ops[disabled_op_no]) {
                get_disabled_vars(op_no, disabled_op_no, disabled_vars);
                if (!disabled_vars.empty()) {     // == can_disable(op1_no, op2_no)
                    bool v_applicable_op_found = false;
                    for (int disabled_var : disabled_vars) {
                        //First case: add o'
                        if (is_v_applicable(disabled_var,
                                            disabled_op_no,
                                            state,
                                            op_preconditions_on_var)) {
                            enqueue_stubborn_operator_and_remember_written_vars(
                                disabled_op_no, state);
                            v_applicable_op_found = true;
                            break;
                        }
                    }

                    //Second case: add a necessary enabling set for o' following S5
                    if (!v_applicable_op_found) {
                        apply_s5(disabled_op_no, state);
                    }
                }
            }
        }
    } else {     // op is inapplicable
        //S5
        apply_s5(op_no, state);
    }
}

static shared_ptr<PruningMethod> _parse(OptionParser &parser) {
    {
        parser.document_synopsis(
            "StubbornSetsEC",
            "Stubborn sets represent a state pruning method which computes a subset "
            "of applicable operators in each state such that completeness and "
            "optimality of the overall search is preserved. As stubborn sets rely "
            "on several design choices, there are different variants thereof. "
            "The variant 'StubbornSetsEC' resolves the design choices such that "
            "the resulting pruning method is guaranteed to strictly dominate the "
            "Expansion Core pruning method. For details, see" + utils::format_conference_reference(
                {"Martin Wehrle", "Malte Helmert", "Yusra Alkhazraji", "Robert Mattmueller"},
                "The Relative Pruning Power of Strong Stubborn Sets and Expansion Core",
                "http://www.aaai.org/ocs/index.php/ICAPS/ICAPS13/paper/view/6053/6185",
                "Proceedings of the 23rd International Conference on Automated Planning "
                "and Scheduling (ICAPS 2013)",
                "251-259",
                "AAAI Press",
                "2013"));
        add_pruning_options_to_parser(parser);
    }
    Options opts = parser.parse();
    if (parser.dry_run()) {
        return nullptr;
    }
    return make_shared<StubbornSetsEC>(opts);
}

static Plugin<PruningMethod> _plugin("stubborn_sets_ec", _parse);
}
