alpaqa 1.0.0a11
Nonconvex constrained optimization
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alpaqa-driver.cpp
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5#include <alpaqa-version.h>
6
7#include "ipopt-driver.hpp"
8#include "lbfgsb-driver.hpp"
9#include "options.hpp"
10#include "panoc-driver.hpp"
11#include "pantr-driver.hpp"
12#include "qpalm-driver.hpp"
13#include "results.hpp"
14#include "solver-driver.hpp"
15#include "util.hpp"
16
17#ifdef ALPAQA_HAVE_CASADI
18#include <casadi/config.h>
19#endif
20#ifdef WITH_IPOPT
21#include <IpoptConfig.h>
22#endif
23
24#include <algorithm>
25#include <filesystem>
26#include <fstream>
27#include <iostream>
28#include <random>
29#include <span>
30#include <stdexcept>
31#include <string>
32#include <string_view>
33#include <tuple>
34#include <type_traits>
35namespace fs = std::filesystem;
36
38
39void print_usage(const char *a0) {
40 const auto *opts = " [<problem-type>:][<path>/]<name> [method=<solver>] "
41 "[<key>=<value>...]\n";
42 const auto *docs = R"==(
43 problem types:
44 dl: Dynamically loaded problem using the DLProblem class.
45 Specify the prefix of the registration function using the
46 problem.prefix option, e.g. problem.prefix=alpaqa_problem will look
47 for a registration function with the name alpaqa_problem_register.
48 Further options can be passed to the problem using
49 problem.<key>[=<value>].
50 cs: Load a CasADi problem using the CasADiProblem class.
51 If a .tsv file with the same name as the shared library file exists,
52 the bounds and parameters will be loaded from that file. See
53 CasADiProblem::load_numerical_data for more details.
54 The problem parameter can be set using the problem.param option.
55 cu: Load a CUTEst problem using the CUTEstProblem class.
56
57 methods:
58 panoc[.<direction>]:
59 PANOC solver with the given direction.
60 Directions include: lbfgs, struclbfgs, anderson.
61 zerofpr[.<direction>]:
62 ZeroFPR solver, supports the same directions as PANOC.
63 pantr:
64 PANTR solver. Requires products with the Hessian of the augmented
65 Lagrangian (unless dir.finite_diff=true).
66 ipopt:
67 Ipopt interior point solver. Requires Jacobian of the constraints
68 and Hessian of the Lagrangian (unless finite memory is enabled).
69 qpalm:
70 QPALM proximal ALM QP solver. Assumes that the problem is a QP.
71 Requires Jacobian of the constraints and Hessian of the Lagrangian.
72
73 options:
74 Solver-specific options can be specified as key-value pairs, where the
75 keys use periods to access struct members. For example,
76 solver.Lipschitz.L_0=1e3.
77
78 solver: Parameters for the main (inner) solver.
79 alm: Parameters for the outer ALM solver (if applicable).
80 dir: Parameters for solver's direction provider (if applicable).
81 accel: Parameters for direction's accelerator (if applicable).
82 out: File to write output to (default: -, i.e. standard output).
83 sol: Folder to write the solutions to.
84 num_exp: Repeat the experiment this many times for more accurate timings.
85 x0: Initial guess for the solution.
86 mul_g0: Initial guess for the multipliers of the general constraints.
87 mul_x0: Initial guess for the multipliers of the bound constraints on x.
88
89 The prefix @ can be added to the values of x0, mul_g0 and mul_x0 to read
90 the values from the given CSV file.
91
92 examples:
93 alpaqa-driver problem.so \
94 problem.prefix=alpaqa_problem \
95 problem.custom_arg=foo \
96 method=panoc.struclbfgs \
97 accel.memory=50 \
98 alm.{tolerance,dual_tolerance}=1e-8 \
99 solver.print_interval=50 \
100 x0=@/some/file.csv
101
102 alpaqa-driver cs:build/casadi_problem.so \
103 problem.param=1,2,3 \
104 method=ipopt \
105 solver.tol=1e-8 solver.constr_viol_tol=1e-8 \
106 solver.warm_start_init_point=yes \
107 x0=@/some/file.csv \
108 mul_g0=@/some/other/file.csv \
109 mul_x0=@/yet/another/file.csv
110 )==";
111 std::cout << "alpaqa-driver (" ALPAQA_VERSION_FULL ")\n\n"
112 " Command-line interface to the alpaqa solvers.\n"
113 " alpaqa is published under the LGPL-3.0.\n"
114 " https://github.com/kul-optec/alpaqa"
115 "\n\n"
116 " Usage: "
117 << a0 << opts << docs << std::endl;
118 std::cout
119 << "Third-party libraries:\n"
120 << " * Eigen " << EIGEN_WORLD_VERSION << '.' << EIGEN_MAJOR_VERSION
121 << '.' << EIGEN_MINOR_VERSION
122 << " (https://gitlab.com/libeigen/eigen) - MPL-2.0\n"
123#ifdef ALPAQA_HAVE_CASADI
124 << " * CasADi " CASADI_VERSION_STRING
125 " (https://github.com/casadi/casadi) - LGPL-3.0-or-later\n"
126#endif
127#ifdef ALPAQA_HAVE_CUTEST
128 << " * CUTEst"
129 " (https://github.com/ralna/CUTEst) - BSD-3-Clause\n"
130#endif
131#ifdef WITH_LBFGSB
132 << " * L-BFGS-B 3.0 "
133 "(http://users.iems.northwestern.edu/~nocedal/lbfgsb.html) - "
134 "BSD-3-Clause\n"
135#endif
136#ifdef WITH_IPOPT
137 << " * Ipopt " IPOPT_VERSION
138 " (https://github.com/coin-or/Ipopt) - EPL-2.0\n"
139 << " * MUMPS (https://mumps-solver.org) - CECILL-C\n"
140 << " * OpenBLAS (https://github.com/xianyi/OpenBLAS) - BSD-3-Clause\n"
141#endif
142#ifdef WITH_QPALM
143 << " * QPALM " QPALM_VERSION_STR
144 " (https://github.com/kul-optec/QPALM) - LGPL-3.0\n"
145#endif
146 << std::endl;
147}
148
149/// Split the string @p s on the first occurrence of @p tok.
150/// Returns ("", s) if tok was not found.
151auto split_once(std::string_view s, char tok = '.') {
152 auto tok_pos = s.find(tok);
153 if (tok_pos == s.npos)
154 return std::make_tuple(std::string_view{}, s);
155 std::string_view key{s.begin(), s.begin() + tok_pos};
156 std::string_view rem{s.begin() + tok_pos + 1, s.end()};
157 return std::make_tuple(key, rem);
158}
159
160std::ostream &get_output_stream(Options &opts, std::ofstream &out_fstream) {
161 std::string out_path = "-";
162 set_params(out_path, "out", opts);
163 if (out_path != "-")
164 if (out_fstream.open(out_path); !out_fstream)
165 throw std::runtime_error("Unable to open '" + out_path + "'");
166 return out_fstream.is_open() ? out_fstream : std::cout;
167}
168
169std::string_view get_output_paths(Options &opts) {
170 std::string_view sol_path;
171 set_params(sol_path, "sol", opts);
172 return sol_path;
173}
174
175auto get_problem_path(const char *const *argv) {
176 bool rel_to_exe = argv[1][0] == '^';
177 std::string_view prob_path_s = argv[1] + static_cast<ptrdiff_t>(rel_to_exe);
178 std::string_view prob_type;
179 std::tie(prob_type, prob_path_s) = split_once(prob_path_s, ':');
180 fs::path prob_path{prob_path_s};
181 if (rel_to_exe)
182 prob_path = fs::canonical(fs::path(argv[0])).parent_path() / prob_path;
183 return std::make_tuple(std::move(prob_path), prob_type);
184}
185
187 std::string_view method = "panoc", direction;
188 set_params(method, "method", opts);
189 std::tie(method, direction) = alpaqa::params::split_key(method, '.');
190 // Dictionary of available solver builders
191 std::map<std::string_view, solver_builder_func_t> solvers{
192 {"panoc", make_panoc_driver}, {"zerofpr", make_zerofpr_driver},
193 {"pantr", make_pantr_driver}, {"lbfgsb", make_lbfgsb_driver},
194 {"ipopt", make_ipopt_driver}, {"qpalm", make_qpalm_driver},
195 };
196 // Find the selected solver builder
197 auto solver_it = solvers.find(method);
198 if (solver_it == solvers.end())
199 throw std::invalid_argument(
200 "Unknown solver '" + std::string(method) + "'\n" +
201 " Available solvers: " +
202 format_string_list(solvers, [](const auto &x) { return x.first; }));
203 return std::make_tuple(std::move(solver_it->second), direction);
204}
205
206void store_solution(const fs::path &sol_output_dir, std::ostream &os,
207 BenchmarkResults &results, std::span<const char *> argv) {
208 const auto &sol_res = results.solver_results;
209 auto timestamp_str = std::to_string(results.timestamp);
210 auto rnd_str = random_hex_string(std::random_device());
211 auto name = results.problem.path.stem().string();
212 if (name == "PROBLEM")
213 name = results.problem.name;
214 auto suffix = '_' + name + '_' + timestamp_str + '_' + rnd_str;
215 fs::create_directories(sol_output_dir);
216 std::array solutions{
217 std::tuple{"solution", "sol_x", &sol_res.solution},
218 std::tuple{"multipliers for g", "mul_g", &sol_res.multipliers},
219 std::tuple{"multipliers for x", "mul_x", &sol_res.multipliers_bounds},
220 };
221 for (auto [name, fname, value] : solutions) {
222 if (value->size() == 0)
223 continue;
224 auto pth = sol_output_dir / (std::string(fname) + suffix + ".csv");
225 os << "Writing " << name << " to " << pth << std::endl;
226 std::ofstream output_file(pth);
227 alpaqa::print_csv(output_file, *value);
228 }
229 auto pth = sol_output_dir / ("cmdline" + suffix + ".txt");
230 os << "Writing arguments to " << pth << std::endl;
231 std::ofstream output_file(pth);
232 for (const char *arg : argv)
233 output_file << std::quoted(arg, '\'') << ' ';
234 output_file << '\n';
235}
236
237int main(int argc, const char *argv[]) try {
238 // Check command line options
239 if (argc < 1)
240 return -1;
241 if (argc == 1)
242 return print_usage(argv[0]), 0;
243 if (argc < 2)
244 return print_usage(argv[0]), -1;
245 std::span args{argv, static_cast<size_t>(argc)};
246 Options opts{argc - 2, argv + 2};
247
248 // Check where to write the output to
249 std::ofstream out_fstream;
250 std::ostream &os = get_output_stream(opts, out_fstream);
251
252 // Check which problem to load
253 auto [prob_path, prob_type] = get_problem_path(argv);
254
255 // Check which solver to use
256 auto [solver_builder, direction] = get_solver_builder(opts);
257
258 // Check output paths
259 fs::path sol_output_dir = get_output_paths(opts);
260
261 // Build solver
262 auto solver = solver_builder(direction, opts);
263
264 // Load problem
265 os << "Loading problem " << prob_path << std::endl;
266 auto problem = load_problem(prob_type, prob_path.parent_path(),
267 prob_path.filename(), opts);
268 os << "Loaded problem \"" << problem.name << "\" from " << problem.path
269 << "\nProvided functions:\n";
270 alpaqa::print_provided_functions(os, problem.problem);
271 os << std::endl;
272
273 // Check options
274 auto used = opts.used();
275 auto unused_opt = std::find(used.begin(), used.end(), 0);
276 auto unused_idx = static_cast<size_t>(unused_opt - used.begin());
277 if (unused_opt != used.end())
278 throw std::invalid_argument("Unused option: " +
279 std::string(opts.options()[unused_idx]));
280
281 // Solve
282 auto solver_results = solver(problem, os);
283
284 // Compute more statistics
285 real_t f = problem.problem.eval_f(solver_results.solution);
286 auto kkt_err = alpaqa::compute_kkt_error(
287 problem.problem, solver_results.solution, solver_results.multipliers);
288 BenchmarkResults results{
289 .problem = problem,
290 .solver_results = solver_results,
291 .objective = f + solver_results.h,
292 .smooth_objective = f,
293 .error = kkt_err,
294 .options = opts.options(),
295 .timestamp = timestamp_ms<std::chrono::system_clock>().count(),
296 };
297
298 // Print results
299 print_results(os, results);
300
301 // Store solution
302 if (!sol_output_dir.empty())
303 store_solution(sol_output_dir, os, results, args);
304
305} catch (std::exception &e) {
306 std::cerr << "Error: " << demangled_typename(typeid(e)) << ":\n "
307 << e.what() << std::endl;
308 return -1;
309}
auto get_solver_builder(Options &opts)
std::ostream & get_output_stream(Options &opts, std::ofstream &out_fstream)
void store_solution(const fs::path &sol_output_dir, std::ostream &os, BenchmarkResults &results, std::span< const char * > argv)
auto get_problem_path(const char *const *argv)
void print_usage(const char *a0)
auto split_once(std::string_view s, char tok='.')
Split the string s on the first occurrence of tok.
std::string_view get_output_paths(Options &opts)
int main(int argc, const char *argv[])
#define USING_ALPAQA_CONFIG(Conf)
Definition: config.hpp:54
std::string demangled_typename(const std::type_info &t)
Get the pretty name of the given type as a string.
void print_provided_functions(std::ostream &os, const TypeErasedProblem< Conf > &problem)
solver_func_t make_ipopt_driver(std::string_view, Options &)
solver_func_t make_lbfgsb_driver(std::string_view, Options &)
auto split_key(std::string_view full, char tok='.')
Split the string full on the first occurrence of tok.
Definition: params.hpp:32
std::ostream & print_csv(std::ostream &os, const Eigen::Ref< const Eigen::MatrixX< float > > &M, std::string_view sep, std::string_view begin, std::string_view end)
Definition: print.hpp:67
KKTError< Conf > compute_kkt_error(const TypeErasedProblem< Conf > &problem, crvec< Conf > x, crvec< Conf > y)
Definition: kkt-error.hpp:17
decltype(auto) set_params(T &t, std::string_view prefix, Options &opts)
Definition: options.hpp:27
solver_func_t make_panoc_driver(std::string_view direction, Options &opts)
solver_func_t make_zerofpr_driver(std::string_view direction, Options &opts)
solver_func_t make_pantr_driver(std::string_view direction, Options &opts)
LoadedProblem load_problem(std::string_view type, const fs::path &dir, const fs::path &file, Options &opts)
Definition: problem.cpp:150
std::string name
Definition: problem.hpp:18
fs::path path
Definition: problem.hpp:17
solver_func_t make_qpalm_driver(std::string_view, Options &)
std::string random_hex_string(auto &&rng)
Definition: results.hpp:52
void print_results(std::ostream &os, const BenchmarkResults &results)
Definition: results.hpp:135
LoadedProblem & problem
Definition: results.hpp:44
int64_t timestamp
Definition: results.hpp:49
SolverResults solver_results
Definition: results.hpp:45
Double-precision double configuration.
Definition: config.hpp:127
std::string format_string_list(const auto &container, const auto &proj=[](const auto &x) -> decltype(auto) { return x;})
Definition: util.hpp:7