generate-shapes/src/pfaedle/router/Weights.cpp

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// Copyright 2018, University of Freiburg,
// Chair of Algorithms and Data Structures.
// Authors: Patrick Brosi <brosi@informatik.uni-freiburg.de>
#include <limits>
#include "pfaedle/router/Weights.h"
using pfaedle::router::DistDiffTransWeight;
using pfaedle::router::ExpoTransWeight;
using pfaedle::router::LineSimilarity;
using pfaedle::router::NormDistrTransWeight;
using util::geo::haversine;
// _____________________________________________________________________________
ExpoTransWeight::DistHeur::DistHeur(double maxV, const RoutingOpts& rOpts,
const std::set<trgraph::Edge*>& tos)
: _rOpts(rOpts), _maxV(maxV), _maxCentD(0), _lastE(0) {
size_t c = 0;
double x = 0, y = 0;
for (const auto to : tos) {
x += to->getFrom()->pl().getGeom()->getX();
y += to->getFrom()->pl().getGeom()->getY();
c++;
}
x /= c;
y /= c;
_center = POINT{x, y};
for (const auto to : tos) {
const double cur = haversine(*to->getFrom()->pl().getGeom(), _center);
if (cur > _maxCentD) _maxCentD = cur;
}
_maxCentD /= _maxV;
}
// _____________________________________________________________________________
uint32_t ExpoTransWeight::DistHeur::operator()(
const trgraph::Edge* a, const std::set<trgraph::Edge*>& b) const {
UNUSED(b);
// avoid repeated calculation for the same edge over and over again
if (a == _lastE) return _lastC;
_lastE = a;
const double d = haversine(*a->getFrom()->pl().getGeom(), _center);
const double heur = fmax(0, (d / _maxV - _maxCentD) * 10);
// avoid overflow
if (heur > std::numeric_limits<uint32_t>::max()) {
_lastC = std::numeric_limits<uint32_t>::max();
;
return _lastC;
}
_lastC = heur;
return heur;
}
// _____________________________________________________________________________
uint32_t ExpoTransWeight::CostFunc::operator()(const trgraph::Edge* from,
const trgraph::Node* n,
const trgraph::Edge* to) const {
if (!from) return 0;
uint32_t c = from->pl().getCost();
if (c == std::numeric_limits<uint32_t>::max()) return c;
if (from == _lastFrom) {
// the transit line simi calculation is independent of the "to" edge, so if
// the last "from" edge was the same, skip it!
c = _lastC;
} else if (!_noLineSimiPen) {
const auto& simi = transitLineSimi(from);
if (!simi.nameSimilar) {
if (_rOpts.lineUnmatchedPunishFact < 1) {
c = std::ceil(static_cast<double>(c) * _rOpts.lineUnmatchedPunishFact);
} else if (_rOpts.lineUnmatchedPunishFact > 1) {
double a =
std::round(static_cast<double>(c) * _rOpts.lineUnmatchedPunishFact);
if (a > std::numeric_limits<uint32_t>::max())
return std::numeric_limits<uint32_t>::max();
c = a;
}
}
if (!simi.fromSimilar) {
if (_rOpts.lineNameFromUnmatchedPunishFact < 1) {
c = std::ceil(static_cast<double>(c) *
_rOpts.lineNameFromUnmatchedPunishFact);
} else if (_rOpts.lineNameFromUnmatchedPunishFact > 1) {
double a = std::round(static_cast<double>(c) *
_rOpts.lineNameFromUnmatchedPunishFact);
if (a > std::numeric_limits<uint32_t>::max())
return std::numeric_limits<uint32_t>::max();
c = a;
}
}
if (!simi.toSimilar) {
if (_rOpts.lineNameToUnmatchedPunishFact < 1) {
c = std::ceil(static_cast<double>(c) *
_rOpts.lineNameToUnmatchedPunishFact);
} else if (_rOpts.lineNameToUnmatchedPunishFact > 1) {
double a = std::round(static_cast<double>(c) *
_rOpts.lineNameToUnmatchedPunishFact);
if (a > std::numeric_limits<uint32_t>::max())
return std::numeric_limits<uint32_t>::max();
c = a;
}
}
_lastC = c;
_lastFrom = from;
}
uint32_t overflowCheck = c;
if (n && !n->pl().isTurnCycle()) {
if (_rOpts.fullTurnPunishFac != 0 && from->getFrom() == to->getTo() &&
from->getTo() == to->getFrom()) {
// trivial full turn
c += _rOpts.fullTurnPunishFac;
if (c <= overflowCheck) return std::numeric_limits<uint32_t>::max();
overflowCheck = c;
} else if (_rOpts.fullTurnPunishFac != 0 && n->getDeg() > 2) {
// otherwise, only intersection angles will be punished
double ang = util::geo::innerProd(
*n->pl().getGeom(), from->pl().backHop(), to->pl().frontHop());
if (ang < _rOpts.fullTurnAngle) {
c += _rOpts.fullTurnPunishFac;
if (c <= overflowCheck) return std::numeric_limits<uint32_t>::max();
overflowCheck = c;
}
}
// turn restriction cost
if (_rOpts.turnRestrCost > 0 && from->pl().isRestricted() &&
!_res.may(from, to, n)) {
c += _rOpts.turnRestrCost;
if (c <= overflowCheck) return std::numeric_limits<uint32_t>::max();
}
}
return c;
}
// _____________________________________________________________________________
LineSimilarity ExpoTransWeight::CostFunc::transitLineSimi(
const trgraph::Edge* e) const {
if (_rAttrs.shortName.empty() && _rAttrs.lineFrom.empty() &&
_rAttrs.lineTo.empty())
return {true, true, true};
LineSimilarity best = {false, false, false};
for (const auto* l : e->pl().getLines()) {
auto simi = _rAttrs.simi(l);
if (simi.nameSimilar && simi.toSimilar && simi.fromSimilar) return simi;
if (best < simi) best = simi;
}
return best;
}
// _____________________________________________________________________________
double ExpoTransWeight::weight(uint32_t c, double d, double t0, double d0,
const RoutingOpts& rOpts) {
UNUSED(t0);
UNUSED(d);
UNUSED(d0);
return rOpts.transitionPen * static_cast<double>(c) / 10.0;
}
// _____________________________________________________________________________
uint32_t ExpoTransWeight::invWeight(double c, const RoutingOpts& rOpts) {
return std::round((c / rOpts.transitionPen) * 10.0);
}
// _____________________________________________________________________________
uint32_t ExpoTransWeight::maxCost(double tTime, const RoutingOpts& rOpts) {
// abort after 3 times the scheduled time, but assume a min time of
// 1 minute!
return std::ceil(fmax(tTime, 60) * 3.0 * rOpts.lineUnmatchedPunishFact *
rOpts.lineNameToUnmatchedPunishFact *
rOpts.lineNameFromUnmatchedPunishFact * 10);
}
// _____________________________________________________________________________
// _____________________________________________________________________________
double NormDistrTransWeight::weight(uint32_t cs, double d, double t0, double d0,
const RoutingOpts& rOpts) {
UNUSED(d);
UNUSED(d0);
UNUSED(rOpts);
double t = static_cast<double>(cs) / 10.0;
// standard deviation of normal distribution
double standarddev = 1;
// no backwards time travel!
if (t0 < 0) return std::numeric_limits<double>::infinity();
// always assume it takes at least 10 seconds to travel
t0 = fmax(10, t0);
double cNorm = (t / t0 - 1) / standarddev;
double normWeight = cNorm * cNorm;
double expWeight = ExpoTransWeight::weight(cs, d, t0, d0, rOpts);
return normWeight + expWeight;
}
// _____________________________________________________________________________
uint32_t NormDistrTransWeight::invWeight(double c, const RoutingOpts& rOpts) {
UNUSED(rOpts);
UNUSED(c);
throw(std::runtime_error("Cannot apply inv weight to DistDiffTransWeight"));
}
// _____________________________________________________________________________
// _____________________________________________________________________________
double DistDiffTransWeight::weight(uint32_t c, double d, double t0, double d0,
const RoutingOpts& rOpts) {
UNUSED(t0);
UNUSED(c);
double w = fabs(d - d0);
return rOpts.transitionPen * w;
}
// _____________________________________________________________________________
uint32_t DistDiffTransWeight::invWeight(double c, const RoutingOpts& rOpts) {
UNUSED(rOpts);
UNUSED(c);
throw(std::runtime_error("Cannot apply inv weight to DistDiffTransWeight"));
}
// _____________________________________________________________________________
uint32_t DistDiffTransWeight::maxCost(double tTime, const RoutingOpts& rOpts) {
UNUSED(tTime);
UNUSED(rOpts);
return std::numeric_limits<uint32_t>::max();
}