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* You should have received a copy of the GNU General Public License
* along with this program. If not, see <http://www.gnu.org/licenses/>
*/
//! An asynchronous parallel bundle solver.
use crossbeam::channel::{select, unbounded as channel, Receiver, Sender};
use log::{debug, info, warn};
use num_cpus;
use num_traits::Float;
use std::sync::Arc;
use std::time::Instant;
use threadpool::ThreadPool;
use crate::{DVector, Minorant, Real};
use super::problem::{EvalResult, FirstOrderProblem};
use crate::master::{BoxedMasterProblem, CplexMaster, MasterProblem, UnconstrainedMasterProblem};
use crate::solver::{SolverParams, Step};
use crate::terminator::{StandardTerminatable, StandardTerminator, Terminator};
use crate::weighter::{HKWeightable, HKWeighter, Weighter};
/// The default iteration limit.
pub const DEFAULT_ITERATION_LIMIT: usize = 10_000;
type MasterProblemError = <BoxedMasterProblem<CplexMaster> as MasterProblem>::Err;
/// Error raised by the parallel bundle [`Solver`].
#[derive(Debug)]
pub enum Error<E> {
/// An error raised by the master problem process.
Master(MasterProblemError),
/// The iteration limit has been reached.
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* You should have received a copy of the GNU General Public License
* along with this program. If not, see <http://www.gnu.org/licenses/>
*/
//! An asynchronous parallel bundle solver.
use crossbeam::channel::{select, unbounded as channel, Receiver, Sender};
use log::{debug, info};
use num_cpus;
use num_traits::Float;
use std::sync::Arc;
use std::time::Instant;
use threadpool::ThreadPool;
use crate::{DVector, Real};
use super::masterprocess::{MasterConfig, MasterProcess};
use super::problem::{EvalResult, FirstOrderProblem};
use crate::master::{BoxedMasterProblem, CplexMaster, MasterProblem as MP};
use crate::solver::{SolverParams, Step};
use crate::terminator::{StandardTerminatable, StandardTerminator, Terminator};
use crate::weighter::{HKWeightable, HKWeighter, Weighter};
/// The default iteration limit.
pub const DEFAULT_ITERATION_LIMIT: usize = 10_000;
type MasterProblem = BoxedMasterProblem<CplexMaster>;
type MasterProblemError = <MasterProblem as MP>::Err;
/// Error raised by the parallel bundle [`Solver`].
#[derive(Debug)]
pub enum Error<E> {
/// An error raised by the master problem process.
Master(MasterProblemError),
/// The iteration limit has been reached.
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Evaluation(err) => Some(err),
Process(err) => Some(err.as_ref()),
_ => None,
}
}
}
/// Information about a minorant.
#[derive(Debug, Clone)]
struct MinorantInfo<Pr> {
/// The minorant's index in the master problem
index: usize,
/// Current multiplier.
multiplier: Real,
/// Primal associated with this minorant.
primal: Option<Pr>,
}
/// Configuration information for setting up a master problem.
struct MasterConfig {
/// The number of subproblems.
num_subproblems: usize,
/// The number of variables.
num_vars: usize,
/// The lower bounds on the variables.
lower_bounds: Option<DVector>,
/// The lower bounds on the variables.
upper_bounds: Option<DVector>,
}
/// A task for the master problem.
enum MasterTask<Pr> {
/// Add a new minorant for a subfunction to the master problem.
AddMinorant(usize, Minorant, Pr),
/// Move the center of the master problem in the given direction.
MoveCenter(Real, Arc<DVector>),
/// Start a new computation of the master problem.
Solve { center_value: Real },
/// Compress the bundle.
Compress,
/// Set the weight parameter of the master problem.
SetWeight { weight: Real },
}
/// The response send from a master process.
///
/// The response contains the evaluation results of the latest
struct MasterResponse {
nxt_d: DVector,
nxt_mod: Real,
sgnorm: Real,
}
type MasterSender = Sender<std::result::Result<MasterResponse, MasterProblemError>>;
type MasterReceiver<Pr> = Receiver<MasterTask<Pr>>;
type ClientSender<P> =
Sender<std::result::Result<EvalResult<usize, <P as FirstOrderProblem>::Primal>, <P as FirstOrderProblem>::Err>>;
type ClientReceiver<P> =
Receiver<std::result::Result<EvalResult<usize, <P as FirstOrderProblem>::Primal>, <P as FirstOrderProblem>::Err>>;
/// Parameters for tuning the solver.
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Evaluation(err) => Some(err),
Process(err) => Some(err.as_ref()),
_ => None,
}
}
}
type ClientSender<P> =
Sender<std::result::Result<EvalResult<usize, <P as FirstOrderProblem>::Primal>, <P as FirstOrderProblem>::Err>>;
type ClientReceiver<P> =
Receiver<std::result::Result<EvalResult<usize, <P as FirstOrderProblem>::Primal>, <P as FirstOrderProblem>::Err>>;
/// Parameters for tuning the solver.
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pub params: Parameters,
/// Termination predicate.
pub terminator: T,
/// Weighter heuristic.
pub weighter: W,
/// The first order problem.
problem: P,
/// The algorithm data.
data: SolverData,
/// The threadpool of the solver.
threadpool: ThreadPool,
/// The channel to transmit new tasks to the master problem.
master_tx: Option<Sender<MasterTask<P::Primal>>>,
/// The channel to receive solutions from the master problem.
master_rx: Option<Receiver<std::result::Result<MasterResponse, MasterProblemError>>>,
/// The channel to receive the evaluation results from subproblems.
client_tx: Option<ClientSender<P>>,
/// The channel to receive the evaluation results from subproblems.
client_rx: Option<ClientReceiver<P>>,
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pub params: Parameters,
/// Termination predicate.
pub terminator: T,
/// Weighter heuristic.
pub weighter: W,
/// The threadpool of the solver.
pub threadpool: ThreadPool,
/// The first order problem.
problem: P,
/// The algorithm data.
data: SolverData,
/// The master problem process.
master: Option<MasterProcess<P, MasterProblem>>,
/// The channel to receive the evaluation results from subproblems.
client_tx: Option<ClientSender<P>>,
/// The channel to receive the evaluation results from subproblems.
client_rx: Option<ClientReceiver<P>>,
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nxt_mod: 0.0,
new_cutval: 0.0,
sgnorm: 0.0,
cur_weight: 1.0,
},
threadpool: ThreadPool::with_name("Parallel bundle solver".to_string(), num_cpus::get()),
master_tx: None,
master_rx: None,
client_tx: None,
client_rx: None,
cnt_descent: 0,
cnt_null: 0,
cnt_evals: 0,
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nxt_mod: 0.0,
new_cutval: 0.0,
sgnorm: 0.0,
cur_weight: 1.0,
},
threadpool: ThreadPool::with_name("Parallel bundle solver".to_string(), num_cpus::get()),
master: None,
client_tx: None,
client_rx: None,
cnt_descent: 0,
cnt_null: 0,
cnt_evals: 0,
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self.cnt_null = 0;
self.cnt_evals = 0;
let (tx, rx) = channel();
self.client_tx = Some(tx);
self.client_rx = Some(rx);
let (tx, rx) = channel();
let (rev_tx, rev_rx) = channel();
self.master_tx = Some(tx);
self.master_rx = Some(rev_rx);
let master_config = MasterConfig {
num_subproblems: m,
num_vars: n,
lower_bounds: self.problem.lower_bounds().map(DVector),
upper_bounds: self.problem.upper_bounds().map(DVector),
};
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self.cnt_null = 0;
self.cnt_evals = 0;
let (tx, rx) = channel();
self.client_tx = Some(tx);
self.client_rx = Some(rx);
let master_config = MasterConfig {
num_subproblems: m,
num_vars: n,
lower_bounds: self.problem.lower_bounds().map(DVector),
upper_bounds: self.problem.upper_bounds().map(DVector),
};
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.map(|ub| ub.len() != n)
.unwrap_or(false)
{
return Err(Error::Dimension("upper bounds".to_string()));
}
debug!("Start master process");
self.threadpool.execute(move || {
debug!("Master process started");
let mut rev_tx = rev_tx;
if let Err(err) = Self::master_main(master_config, &mut rev_tx, rx) {
#[allow(unused_must_use)]
{
rev_tx.send(Err(err));
}
}
debug!("Master proces stopped");
});
debug!("Initial problem evaluation");
// We need an initial evaluation of all oracles for the first center.
let y = Arc::new(self.data.cur_y.clone());
for i in 0..m {
self.problem
.evaluate(i, y.clone(), i, self.client_tx.clone().unwrap())
.map_err(Error::Evaluation)?;
}
let mut have_minorants = vec![false; m];
let mut center_values: Vec<Option<Real>> = vec![None; m];
let mut cnt_remaining_objs = m;
let mut cnt_remaining_mins = m;
let master_tx = self.master_tx.as_ref().unwrap();
for m in self.client_rx.as_ref().unwrap() {
match m {
Ok(EvalResult::ObjectiveValue { index: i, value }) => {
debug!("Receive objective from subproblem {}: {}", i, value);
if center_values[i].is_none() {
cnt_remaining_objs -= 1;
center_values[i] = Some(value);
}
}
Ok(EvalResult::Minorant {
index: i,
minorant,
primal,
}) => {
debug!("Receive minorant from subproblem {}", i);
master_tx
.send(MasterTask::AddMinorant(i, minorant, primal))
.map_err(|err| Error::Process(err.into()))?;
if !have_minorants[i] {
have_minorants[i] = true;
cnt_remaining_mins -= 1;
}
}
Err(err) => return Err(Error::Evaluation(err)),
};
if cnt_remaining_mins == 0 && cnt_remaining_objs == 0 {
break;
}
}
self.data.cur_weight = Real::infinity(); // gets initialized when the master problem is complete
master_tx
.send(MasterTask::SetWeight { weight: 1.0 })
.map_err(|err| Error::Process(err.into()))?;
master_tx
.send(MasterTask::Solve {
center_value: self.data.cur_val,
})
.map_err(|err| Error::Process(err.into()))?;
debug!("Initialization complete");
self.start_time = Instant::now();
Ok(())
}
fn master_main(
master_config: MasterConfig,
tx: &mut MasterSender,
rx: MasterReceiver<P::Primal>,
) -> std::result::Result<(), MasterProblemError> {
let mut master = CplexMaster::new().map(BoxedMasterProblem::with_master)?;
let mut minorants: Vec<MinorantInfo<P::Primal>> = vec![];
// Initialize the master problem.
master.set_num_subproblems(master_config.num_subproblems)?;
master.set_vars(
master_config.num_vars,
master_config.lower_bounds,
master_config.upper_bounds,
)?;
// The main iteration: wait for new tasks.
for m in rx {
match m {
MasterTask::AddMinorant(i, m, primal) => {
debug!("master: add minorant to subproblem {}", i);
let index = master.add_minorant(i, m)?;
minorants.push(MinorantInfo {
index,
multiplier: 0.0,
primal: Some(primal),
});
}
MasterTask::MoveCenter(alpha, d) => {
debug!("master: move center");
master.move_center(alpha, &d);
}
MasterTask::Compress => {
debug!("Compress bundle");
warn!("Bundle compression not yet implemented");
}
MasterTask::Solve { center_value } => {
debug!("master: solve with center_value {}", center_value);
master.solve(center_value)?;
let master_response = MasterResponse {
nxt_d: master.get_primopt(),
nxt_mod: master.get_primoptval(),
sgnorm: master.get_dualoptnorm2().sqrt(),
};
if let Err(err) = tx.send(Ok(master_response)) {
warn!("Master process cancelled because of channel error: {}", err);
break;
}
}
MasterTask::SetWeight { weight } => {
debug!("master: set weight {}", weight);
master.set_weight(weight)?;
}
};
}
Ok(())
}
/// Solve the problem with the default maximal iteration limit [`DEFAULT_ITERATION_LIMIT`].
pub fn solve(&mut self) -> Result<(), Error<P::Err>> {
self.solve_with_limit(DEFAULT_ITERATION_LIMIT)
}
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.map(|ub| ub.len() != n)
.unwrap_or(false)
{
return Err(Error::Dimension("upper bounds".to_string()));
}
debug!("Start master process");
self.master = Some(MasterProcess::start(master_config, self.threadpool.clone()));
let master = self.master.as_mut().unwrap();
debug!("Initial problem evaluation");
// We need an initial evaluation of all oracles for the first center.
let y = Arc::new(self.data.cur_y.clone());
for i in 0..m {
self.problem
.evaluate(i, y.clone(), i, self.client_tx.clone().unwrap())
.map_err(Error::Evaluation)?;
}
let mut have_minorants = vec![false; m];
let mut center_values: Vec<Option<Real>> = vec![None; m];
let mut cnt_remaining_objs = m;
let mut cnt_remaining_mins = m;
for m in self.client_rx.as_ref().unwrap() {
match m {
Ok(EvalResult::ObjectiveValue { index: i, value }) => {
debug!("Receive objective from subproblem {}: {}", i, value);
if center_values[i].is_none() {
cnt_remaining_objs -= 1;
center_values[i] = Some(value);
}
}
Ok(EvalResult::Minorant {
index: i,
minorant,
primal,
}) => {
debug!("Receive minorant from subproblem {}", i);
master.add_minorant(i, minorant, primal)?;
if !have_minorants[i] {
have_minorants[i] = true;
cnt_remaining_mins -= 1;
}
}
Err(err) => return Err(Error::Evaluation(err)),
};
if cnt_remaining_mins == 0 && cnt_remaining_objs == 0 {
break;
}
}
self.data.cur_weight = Real::infinity(); // gets initialized when the master problem is complete
master.set_weight(1.0)?;
master.solve(self.data.cur_val)?;
debug!("Initialization complete");
self.start_time = Instant::now();
Ok(())
}
/// Solve the problem with the default maximal iteration limit [`DEFAULT_ITERATION_LIMIT`].
pub fn solve(&mut self) -> Result<(), Error<P::Err>> {
self.solve_with_limit(DEFAULT_ITERATION_LIMIT)
}
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/// error code.
///
/// If this function is called again, the solution process is
/// continued from the previous point. Because of this one *must*
/// call `init()` before the first call to this function.
pub fn solve_iter(&mut self, niter: usize) -> Result<bool, Error<P::Err>> {
debug!("Start solving up to {} iterations", niter);
let client_tx = self.client_tx.as_ref().ok_or(Error::NotInitialized)?;
let client_rx = self.client_rx.as_ref().ok_or(Error::NotInitialized)?;
let master_tx = self.master_tx.as_ref().ok_or(Error::NotInitialized)?;
let master_rx = self.master_rx.as_ref().ok_or(Error::NotInitialized)?;
let mut cnt_iter = 0;
let mut nxt_ubs = vec![Real::infinity(); self.problem.num_subproblems()];
let mut cnt_remaining_ubs = self.problem.num_subproblems();
let mut nxt_cutvals = vec![-Real::infinity(); self.problem.num_subproblems()];
let mut cnt_remaining_mins = self.problem.num_subproblems();
let mut nxt_d = Arc::new(dvec![]);
let mut nxt_y = Arc::new(dvec![]);
let mut expected_progress = 0.0;
loop {
select! {
recv(client_rx) -> msg => {
let msg = msg
.map_err(|err| Error::Process(err.into()))?
.map_err(Error::Evaluation)?;
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/// error code.
///
/// If this function is called again, the solution process is
/// continued from the previous point. Because of this one *must*
/// call `init()` before the first call to this function.
pub fn solve_iter(&mut self, niter: usize) -> Result<bool, Error<P::Err>> {
debug!("Start solving up to {} iterations", niter);
let master = self.master.as_mut().ok_or(Error::NotInitialized)?;
let client_tx = self.client_tx.as_ref().ok_or(Error::NotInitialized)?;
let client_rx = self.client_rx.as_ref().ok_or(Error::NotInitialized)?;
let mut cnt_iter = 0;
let mut nxt_ubs = vec![Real::infinity(); self.problem.num_subproblems()];
let mut cnt_remaining_ubs = self.problem.num_subproblems();
let mut nxt_cutvals = vec![-Real::infinity(); self.problem.num_subproblems()];
let mut cnt_remaining_mins = self.problem.num_subproblems();
let mut nxt_d = Arc::new(dvec![]);
let mut nxt_y = Arc::new(dvec![]);
loop {
select! {
recv(client_rx) -> msg => {
let msg = msg
.map_err(|err| Error::Process(err.into()))?
.map_err(Error::Evaluation)?;
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if nxt_cutvals[index].is_infinite() {
cnt_remaining_mins -= 1;
}
// move center of minorant to cur_y
minorant.move_center(-1.0, &nxt_d);
nxt_cutvals[index] = nxt_cutvals[index].max(minorant.constant);
// add minorant to master problem
master_tx
.send(MasterTask::AddMinorant(index, minorant, primal))
.map_err(|err| Error::Process(err.into()))?;
}
}
if cnt_remaining_ubs == 0 && cnt_remaining_mins == 0 {
// All subproblems have been evaluated, do a step.
let nxt_ub = nxt_ubs.iter().sum::<Real>();
let descent_bnd = self.get_descent_bound();
self.data.nxt_val = nxt_ub;
self.data.new_cutval = nxt_cutvals.iter().sum::<Real>();
debug!("Step");
debug!(" cur_val ={}", self.data.cur_val);
debug!(" nxt_mod ={}", self.data.nxt_mod);
debug!(" nxt_ub ={}", nxt_ub);
debug!(" descent_bnd={}", descent_bnd);
let step;
if nxt_ub <= descent_bnd {
step = Step::Descent;
self.cnt_descent += 1;
self.data.cur_y = nxt_y.as_ref().clone();
self.data.cur_val = nxt_ub;
master_tx
.send(MasterTask::MoveCenter(1.0, nxt_d.clone()))
.map_err(|err| Error::Process(err.into()))?;
debug!("Descent Step");
debug!(" dir ={}", nxt_d);
debug!(" newy={}", self.data.cur_y);
self.data.cur_weight = self.weighter.descent_weight(&self.data);
} else {
step = Step::Null;
self.cnt_null += 1;
self.data.cur_weight = self.weighter.null_weight(&self.data);
}
master_tx
.send(MasterTask::SetWeight { weight: self.data.cur_weight })
.map_err(|err| Error::Process(err.into()))?;
self.show_info(step, expected_progress, self.data.nxt_mod, nxt_ub, self.data.cur_val);
cnt_iter += 1;
if cnt_iter >= niter { break }
master_tx
.send(MasterTask::Solve { center_value: self.data.cur_val })
.map_err(|err| Error::Process(err.into()))?;
}
},
recv(master_rx) -> msg => {
debug!("Receive master response");
// Receive result (new candidate) from the master
let master_res = msg
.map_err(|err| Error::Process(err.into()))?
.map_err(Error::Master)?;
if self.data.cur_weight < Real::infinity() && self.terminator.terminate(&self.data) {
info!("Termination criterion satisfied");
return Ok(true)
}
// Compress bundle
master_tx.send(MasterTask::Compress).map_err(|err| Error::Process(err.into()))?;
// Compute new candidate.
self.data.nxt_mod = master_res.nxt_mod;
expected_progress = self.data.cur_val - self.data.nxt_mod;
self.data.sgnorm = master_res.sgnorm;
let mut next_y = dvec![];
nxt_d = Arc::new(master_res.nxt_d);
next_y.add(&self.data.cur_y, &nxt_d);
nxt_y = Arc::new(next_y);
// Reset evaluation data.
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if nxt_cutvals[index].is_infinite() {
cnt_remaining_mins -= 1;
}
// move center of minorant to cur_y
minorant.move_center(-1.0, &nxt_d);
nxt_cutvals[index] = nxt_cutvals[index].max(minorant.constant);
// add minorant to master problem
master.add_minorant(index, minorant, primal)?;
}
}
if cnt_remaining_ubs == 0 && cnt_remaining_mins == 0 {
// All subproblems have been evaluated, do a step.
let nxt_ub = nxt_ubs.iter().sum::<Real>();
let descent_bnd = Self::get_descent_bound(self.params.acceptance_factor, &self.data);
self.data.nxt_val = nxt_ub;
self.data.new_cutval = nxt_cutvals.iter().sum::<Real>();
debug!("Step");
debug!(" cur_val ={}", self.data.cur_val);
debug!(" nxt_mod ={}", self.data.nxt_mod);
debug!(" nxt_ub ={}", nxt_ub);
debug!(" descent_bnd={}", descent_bnd);
let step;
if nxt_ub <= descent_bnd {
step = Step::Descent;
self.cnt_descent += 1;
self.data.cur_y = nxt_y.as_ref().clone();
self.data.cur_val = nxt_ub;
master.move_center(1.0, nxt_d.clone())?;
debug!("Descent Step");
debug!(" dir ={}", nxt_d);
debug!(" newy={}", self.data.cur_y);
self.data.cur_weight = self.weighter.descent_weight(&self.data);
} else {
step = Step::Null;
self.cnt_null += 1;
self.data.cur_weight = self.weighter.null_weight(&self.data);
}
master.set_weight(self.data.cur_weight)?;
Self::show_info(&self.start_time, step, &self.data, self.cnt_descent, self.cnt_null);
cnt_iter += 1;
if cnt_iter >= niter { break }
master.solve(self.data.cur_val)?;
}
},
recv(master.rx) -> msg => {
debug!("Receive master response");
// Receive result (new candidate) from the master
let master_res = msg
.map_err(|err| Error::Process(err.into()))?
.map_err(Error::Master)?;
if self.data.cur_weight < Real::infinity() && self.terminator.terminate(&self.data) {
info!("Termination criterion satisfied");
return Ok(true)
}
// Compress bundle
master.compress()?;
// Compute new candidate.
self.data.nxt_mod = master_res.nxt_mod;
self.data.sgnorm = master_res.sgnorm;
let mut next_y = dvec![];
nxt_d = Arc::new(master_res.nxt_d);
next_y.add(&self.data.cur_y, &nxt_d);
nxt_y = Arc::new(next_y);
// Reset evaluation data.
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self.problem.evaluate(i, nxt_y.clone(), i, client_tx.clone()) .map_err(Error::Evaluation)?;
}
// Compute the real initial weight.
if self.data.cur_weight.is_infinite() {
let weight = self.weighter.initial_weight(&self.data);
self.data.cur_weight = weight;
master_tx
.send(MasterTask::SetWeight { weight })
.map_err(|err| Error::Process(err.into()))?;
}
},
}
}
Ok(false)
}
/// Return the bound the function value must be below of to enforce a descent step.
///
/// If the oracle guarantees that $f(\bar{y}) \le$ this bound, the
/// bundle method will perform a descent step.
///
/// This value is $f(\hat{y}) + \varrho \cdot \Delta$ where
/// $\Delta = f(\hat{y}) - \hat{f}(\bar{y})$ is the expected
/// progress and $\varrho$ is the `acceptance_factor`.
fn get_descent_bound(&self) -> Real {
self.data.cur_val - self.params.acceptance_factor * (self.data.cur_val - self.data.nxt_mod)
}
fn show_info(&self, step: Step, expected_progress: Real, nxt_mod: Real, nxt_val: Real, cur_val: Real) {
let time = self.start_time.elapsed();
info!(
"{} {:0>2}:{:0>2}:{:0>2}.{:0>2} {:4} {:4} {:4}{:1} {:9.4} {:9.4} \
{:12.6e}({:12.6e}) {:12.6e}",
if step == Step::Term { "_endit" } else { "endit " },
time.as_secs() / 3600,
(time.as_secs() / 60) % 60,
time.as_secs() % 60,
time.subsec_nanos() / 10_000_000,
self.cnt_descent,
self.cnt_descent + self.cnt_null,
0, /*self.master.cnt_updates(),*/
if step == Step::Descent { "*" } else { " " },
self.data.cur_weight,
expected_progress,
nxt_mod,
nxt_val,
cur_val
);
}
}
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self.problem.evaluate(i, nxt_y.clone(), i, client_tx.clone()) .map_err(Error::Evaluation)?;
}
// Compute the real initial weight.
if self.data.cur_weight.is_infinite() {
let weight = self.weighter.initial_weight(&self.data);
self.data.cur_weight = weight;
master.set_weight(weight)?;
}
},
}
}
Ok(false)
}
/// Return the bound the function value must be below of to enforce a descent step.
///
/// If the oracle guarantees that $f(\bar{y}) \le$ this bound, the
/// bundle method will perform a descent step.
///
/// This value is $f(\hat{y}) + \varrho \cdot \Delta$ where
/// $\Delta = f(\hat{y}) - \hat{f}(\bar{y})$ is the expected
/// progress and $\varrho$ is the `acceptance_factor`.
fn get_descent_bound(acceptance_factor: Real, data: &SolverData) -> Real {
data.cur_val - acceptance_factor * (data.cur_val - data.nxt_mod)
}
fn show_info(start_time: &Instant, step: Step, data: &SolverData, cnt_descent: usize, cnt_null: usize) {
let time = start_time.elapsed();
info!(
"{} {:0>2}:{:0>2}:{:0>2}.{:0>2} {:4} {:4} {:4}{:1} {:9.4} {:9.4} \
{:12.6e}({:12.6e}) {:12.6e}",
if step == Step::Term { "_endit" } else { "endit " },
time.as_secs() / 3600,
(time.as_secs() / 60) % 60,
time.as_secs() % 60,
time.subsec_nanos() / 10_000_000,
cnt_descent,
cnt_descent + cnt_null,
0, /*self.master.cnt_updates(),*/
if step == Step::Descent { "*" } else { " " },
data.cur_weight,
data.expected_progress(),
data.nxt_mod,
data.nxt_val,
data.cur_val
);
}
}
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