Esempio n. 1
0
TEST(McmcNuts, instantiaton_test) {
  rng_t base_rng(4839294);

  std::stringstream output;
  stan::callbacks::stream_writer writer(output);
  std::stringstream error_stream;
  stan::callbacks::stream_writer error_writer(error_stream);

  std::fstream empty_stream("", std::fstream::in);
  stan::io::dump data_var_context(empty_stream);
  gauss3D_model_namespace::gauss3D_model model(data_var_context);

  stan::mcmc::unit_e_nuts<gauss3D_model_namespace::gauss3D_model, rng_t>
    unit_e_sampler(model, base_rng);
  
  stan::mcmc::diag_e_nuts<gauss3D_model_namespace::gauss3D_model, rng_t>
    diag_e_sampler(model, base_rng);
  
  stan::mcmc::dense_e_nuts<gauss3D_model_namespace::gauss3D_model, rng_t>
    dense_e_sampler(model, base_rng);
  
  stan::mcmc::adapt_unit_e_nuts<gauss3D_model_namespace::gauss3D_model, rng_t>
    adapt_unit_e_sampler(model, base_rng);
  
  stan::mcmc::adapt_diag_e_nuts<gauss3D_model_namespace::gauss3D_model, rng_t>
    adapt_diag_e_sampler(model, base_rng);
  
  stan::mcmc::adapt_dense_e_nuts<gauss3D_model_namespace::gauss3D_model, rng_t>
    adapt_dense_e_sampler(model, base_rng);
}
Esempio n. 2
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TEST(McmcUnitENuts, transition_test) {
  rng_t base_rng(4839294);

  stan::mcmc::unit_e_point z_init(3);
  z_init.q(0) = 1;
  z_init.q(1) = -1;
  z_init.q(2) = 1;
  z_init.p(0) = -1;
  z_init.p(1) = 1;
  z_init.p(2) = -1;

  std::stringstream output_stream;
  stan::interface_callbacks::writer::stream_writer writer(output_stream);
  std::stringstream error_stream;
  stan::interface_callbacks::writer::stream_writer error_writer(error_stream);

  std::fstream empty_stream("", std::fstream::in);
  stan::io::dump data_var_context(empty_stream);
  gauss3D_model_namespace::gauss3D_model model(data_var_context);

  stan::mcmc::unit_e_nuts<gauss3D_model_namespace::gauss3D_model, rng_t>
    sampler(model, base_rng);

  sampler.z() = z_init;
  sampler.init_hamiltonian(writer, error_writer);
  sampler.set_nominal_stepsize(0.1);
  sampler.set_stepsize_jitter(0);
  sampler.sample_stepsize();

  stan::mcmc::sample init_sample(z_init.q, 0, 0);

  stan::mcmc::sample s = sampler.transition(init_sample, writer, error_writer);

  EXPECT_EQ(4, sampler.depth_);
  EXPECT_EQ((2 << 3) - 1, sampler.n_leapfrog_);
  EXPECT_FALSE(sampler.divergent_);

  EXPECT_FLOAT_EQ(1.8718261, s.cont_params()(0));
  EXPECT_FLOAT_EQ(-0.74208695, s.cont_params()(1));
  EXPECT_FLOAT_EQ( 1.5202962, s.cont_params()(2));
  EXPECT_FLOAT_EQ(-3.1828632, s.log_prob());
  EXPECT_FLOAT_EQ(0.99629009, s.accept_stat());
  EXPECT_EQ("", output_stream.str());
  EXPECT_EQ("", error_stream.str());
}
Esempio n. 3
0
/// Find the path to the gene info files, first checking the environment
/// variable GENE_INFO_PATH, then the section BLAST, label
/// GENE_INFO_PATH in the NCBI configuration file. If not found in either
/// location, try the $BLASTDB/gene_info directory. If all fails return the
/// current working directory
/// @sa s_FindPathToWM
static string
s_FindPathToGeneInfoFiles(void)
{
    string retval = kEmptyStr;
    const string kSection("BLAST");
    CNcbiIstrstream empty_stream(kEmptyCStr);
    CRef<CNcbiRegistry> reg(new CNcbiRegistry(empty_stream,
                                              IRegistry::fWithNcbirc));
    CRef<CSimpleEnvRegMapper> mapper(new CSimpleEnvRegMapper(kSection,
                                                             kEmptyStr));
    CRef<CEnvironmentRegistry> env_reg(new CEnvironmentRegistry);
    env_reg->AddMapper(*mapper, CEnvironmentRegistry::ePriority_Max);
    reg->Add(*env_reg, CNcbiRegistry::ePriority_MaxUser);
    retval = reg->Get(kSection, GENE_INFO_PATH_ENV_VARIABLE);

    // Try the features subdirectory in the BLAST database storage location
    if (retval == kEmptyStr) {
        if ( (retval = reg->Get(kSection, "BLASTDB")) != kEmptyStr) {
            retval = CDirEntry::ConcatPath(retval, "gene_info");
            if ( !CDir(retval).Exists() ) {
                retval = kEmptyStr;
            }
        }
    }

    if (retval == kEmptyStr) {
        retval = CDir::GetCwd();
    }
#if defined(NCBI_OS_MSWIN)
	// We address this here otherwise CDirEntry::IsAbsolutePath() fails
	if (NStr::StartsWith(retval, "//")) {
		NStr::ReplaceInPlace(retval, "//", "\\\\");
	}
#endif
    return retval;
}
Esempio n. 4
0
TEST(McmcUnitENuts, tree_boundary_test) {
  rng_t base_rng(4839294);

  stan::mcmc::unit_e_point z_init(3);
  z_init.q(0) = 1;
  z_init.q(1) = -1;
  z_init.q(2) = 1;
  z_init.p(0) = -1;
  z_init.p(1) = 1;
  z_init.p(2) = -1;

  std::stringstream output;
  stan::interface_callbacks::writer::stream_writer writer(output);
  std::stringstream error_stream;
  stan::interface_callbacks::writer::stream_writer error_writer(error_stream);

  std::fstream empty_stream("", std::fstream::in);
  stan::io::dump data_var_context(empty_stream);

  typedef gauss3D_model_namespace::gauss3D_model model_t;
  model_t model(data_var_context);

  // Compute expected tree boundaries
  typedef stan::mcmc::unit_e_metric<model_t, rng_t> metric_t;
  metric_t metric(model);

  stan::mcmc::expl_leapfrog<metric_t> unit_e_integrator;
  double epsilon = 0.1;

  stan::mcmc::unit_e_point z_test = z_init;
  metric.init(z_test, writer, error_writer);

  unit_e_integrator.evolve(z_test, metric, epsilon, writer, error_writer);
  Eigen::VectorXd p_sharp_forward_1 = metric.dtau_dp(z_test);

  unit_e_integrator.evolve(z_test, metric, epsilon, writer, error_writer);
  Eigen::VectorXd p_sharp_forward_2 = metric.dtau_dp(z_test);

  unit_e_integrator.evolve(z_test, metric, epsilon, writer, error_writer);
  unit_e_integrator.evolve(z_test, metric, epsilon, writer, error_writer);
  Eigen::VectorXd p_sharp_forward_3 = metric.dtau_dp(z_test);

  unit_e_integrator.evolve(z_test, metric, epsilon, writer, error_writer);
  unit_e_integrator.evolve(z_test, metric, epsilon, writer, error_writer);
  unit_e_integrator.evolve(z_test, metric, epsilon, writer, error_writer);
  unit_e_integrator.evolve(z_test, metric, epsilon, writer, error_writer);
  Eigen::VectorXd p_sharp_forward_4 = metric.dtau_dp(z_test);

  z_test = z_init;
  metric.init(z_test, writer, error_writer);

  unit_e_integrator.evolve(z_test, metric, -epsilon, writer, error_writer);
  Eigen::VectorXd p_sharp_backward_1 = metric.dtau_dp(z_test);

  unit_e_integrator.evolve(z_test, metric, -epsilon, writer, error_writer);
  Eigen::VectorXd p_sharp_backward_2 = metric.dtau_dp(z_test);

  unit_e_integrator.evolve(z_test, metric, -epsilon, writer, error_writer);
  unit_e_integrator.evolve(z_test, metric, -epsilon, writer, error_writer);
  Eigen::VectorXd p_sharp_backward_3 = metric.dtau_dp(z_test);

  unit_e_integrator.evolve(z_test, metric, -epsilon, writer, error_writer);
  unit_e_integrator.evolve(z_test, metric, -epsilon, writer, error_writer);
  unit_e_integrator.evolve(z_test, metric, -epsilon, writer, error_writer);
  unit_e_integrator.evolve(z_test, metric, -epsilon, writer, error_writer);
  Eigen::VectorXd p_sharp_backward_4 = metric.dtau_dp(z_test);

  // Check expected tree boundaries to those dynamically geneated by NUTS
  stan::mcmc::unit_e_nuts<model_t, rng_t> sampler(model, base_rng);

  sampler.set_nominal_stepsize(epsilon);
  sampler.set_stepsize_jitter(0);
  sampler.sample_stepsize();

  stan::mcmc::ps_point z_propose = z_init;

  Eigen::VectorXd p_sharp_left = Eigen::VectorXd::Zero(z_init.p.size());
  Eigen::VectorXd p_sharp_right = Eigen::VectorXd::Zero(z_init.p.size());
  Eigen::VectorXd rho = z_init.p;
  double log_sum_weight = -std::numeric_limits<double>::infinity();

  double H0 = -0.1;
  int n_leapfrog = 0;
  double sum_metro_prob = 0;

  // Depth 0 forward
  sampler.z() = z_init;
  sampler.init_hamiltonian(writer, error_writer);
  sampler.build_tree(0, z_propose,
                     p_sharp_left, p_sharp_right, rho,
                     H0, 1, n_leapfrog, log_sum_weight,
                     sum_metro_prob,
                     writer, error_writer);

  for (int n = 0; n < rho.size(); ++n)
    EXPECT_FLOAT_EQ(p_sharp_forward_1(n), p_sharp_left(n));

  for (int n = 0; n < rho.size(); ++n)
    EXPECT_FLOAT_EQ(p_sharp_forward_1(n), p_sharp_right(n));

  // Depth 1 forward
  sampler.z() = z_init;
  sampler.init_hamiltonian(writer, error_writer);
  sampler.build_tree(1, z_propose,
                     p_sharp_left, p_sharp_right, rho,
                     H0, 1, n_leapfrog, log_sum_weight,
                     sum_metro_prob,
                     writer, error_writer);

  for (int n = 0; n < rho.size(); ++n)
    EXPECT_FLOAT_EQ(p_sharp_forward_1(n), p_sharp_left(n));

  for (int n = 0; n < rho.size(); ++n)
    EXPECT_FLOAT_EQ(p_sharp_forward_2(n), p_sharp_right(n));

  // Depth 2 forward
  sampler.z() = z_init;
  sampler.init_hamiltonian(writer, error_writer);
  sampler.build_tree(2, z_propose,
                     p_sharp_left, p_sharp_right, rho,
                     H0, 1, n_leapfrog, log_sum_weight,
                     sum_metro_prob,
                     writer, error_writer);

  for (int n = 0; n < rho.size(); ++n)
    EXPECT_FLOAT_EQ(p_sharp_forward_1(n), p_sharp_left(n));

  for (int n = 0; n < rho.size(); ++n)
    EXPECT_FLOAT_EQ(p_sharp_forward_3(n), p_sharp_right(n));

  // Depth 3 forward
  sampler.z() = z_init;
  sampler.init_hamiltonian(writer, error_writer);
  sampler.build_tree(3, z_propose,
                     p_sharp_left, p_sharp_right, rho,
                     H0, 1, n_leapfrog, log_sum_weight,
                     sum_metro_prob,
                     writer, error_writer);

  for (int n = 0; n < rho.size(); ++n)
    EXPECT_FLOAT_EQ(p_sharp_forward_1(n), p_sharp_left(n));

  for (int n = 0; n < rho.size(); ++n)
    EXPECT_FLOAT_EQ(p_sharp_forward_4(n), p_sharp_right(n));

  // Depth 0 backward
  sampler.z() = z_init;
  sampler.init_hamiltonian(writer, error_writer);
  sampler.build_tree(0, z_propose,
                     p_sharp_left, p_sharp_right, rho,
                     H0, -1, n_leapfrog, log_sum_weight,
                     sum_metro_prob,
                     writer, error_writer);

  for (int n = 0; n < rho.size(); ++n)
    EXPECT_FLOAT_EQ(p_sharp_backward_1(n), p_sharp_left(n));

  for (int n = 0; n < rho.size(); ++n)
    EXPECT_FLOAT_EQ(p_sharp_backward_1(n), p_sharp_right(n));

  // Depth 1 backward
  sampler.z() = z_init;
  sampler.init_hamiltonian(writer, error_writer);
  sampler.build_tree(1, z_propose,
                     p_sharp_left, p_sharp_right, rho,
                     H0, -1, n_leapfrog, log_sum_weight,
                     sum_metro_prob,
                     writer, error_writer);

  for (int n = 0; n < rho.size(); ++n)
    EXPECT_FLOAT_EQ(p_sharp_backward_1(n), p_sharp_left(n));

  for (int n = 0; n < rho.size(); ++n)
    EXPECT_FLOAT_EQ(p_sharp_backward_2(n), p_sharp_right(n));

  // Depth 2 backward
  sampler.z() = z_init;
  sampler.init_hamiltonian(writer, error_writer);
  sampler.build_tree(2, z_propose,
                     p_sharp_left, p_sharp_right, rho,
                     H0, -1, n_leapfrog, log_sum_weight,
                     sum_metro_prob,
                     writer, error_writer);

  for (int n = 0; n < rho.size(); ++n)
    EXPECT_FLOAT_EQ(p_sharp_backward_1(n), p_sharp_left(n));

  for (int n = 0; n < rho.size(); ++n)
    EXPECT_FLOAT_EQ(p_sharp_backward_3(n), p_sharp_right(n));

  // Depth 3 backward
  sampler.z() = z_init;
  sampler.init_hamiltonian(writer, error_writer);
  sampler.build_tree(3, z_propose,
                     p_sharp_left, p_sharp_right, rho,
                     H0, -1, n_leapfrog, log_sum_weight,
                     sum_metro_prob,
                     writer, error_writer);

  for (int n = 0; n < rho.size(); ++n)
    EXPECT_FLOAT_EQ(p_sharp_backward_1(n), p_sharp_left(n));

  for (int n = 0; n < rho.size(); ++n)
    EXPECT_FLOAT_EQ(p_sharp_backward_4(n), p_sharp_right(n));
}
Esempio n. 5
0
TEST(McmcUnitENuts, build_tree_test) {
  rng_t base_rng(4839294);

  stan::mcmc::unit_e_point z_init(3);
  z_init.q(0) = 1;
  z_init.q(1) = -1;
  z_init.q(2) = 1;
  z_init.p(0) = -1;
  z_init.p(1) = 1;
  z_init.p(2) = -1;

  std::stringstream output;
  stan::interface_callbacks::writer::stream_writer writer(output);
  std::stringstream error_stream;
  stan::interface_callbacks::writer::stream_writer error_writer(error_stream);

  std::fstream empty_stream("", std::fstream::in);
  stan::io::dump data_var_context(empty_stream);
  gauss3D_model_namespace::gauss3D_model model(data_var_context);

  stan::mcmc::unit_e_nuts<gauss3D_model_namespace::gauss3D_model, rng_t>
    sampler(model, base_rng);

  sampler.z() = z_init;
  sampler.init_hamiltonian(writer, error_writer);
  sampler.set_nominal_stepsize(0.1);
  sampler.set_stepsize_jitter(0);
  sampler.sample_stepsize();

  stan::mcmc::ps_point z_propose = z_init;

  Eigen::VectorXd p_sharp_left = Eigen::VectorXd::Zero(z_init.p.size());
  Eigen::VectorXd p_sharp_right = Eigen::VectorXd::Zero(z_init.p.size());
  Eigen::VectorXd rho = z_init.p;
  double log_sum_weight = -std::numeric_limits<double>::infinity();

  double H0 = -0.1;
  int n_leapfrog = 0;
  double sum_metro_prob = 0;

  bool valid_subtree = sampler.build_tree(3, z_propose,
                                          p_sharp_left, p_sharp_right, rho,
                                          H0, 1, n_leapfrog, log_sum_weight,
                                          sum_metro_prob,
                                          writer, error_writer);

  EXPECT_EQ(0.1, sampler.get_nominal_stepsize());

  EXPECT_TRUE(valid_subtree);

  EXPECT_FLOAT_EQ(-11.401228, rho(0));
  EXPECT_FLOAT_EQ(11.401228, rho(1));
  EXPECT_FLOAT_EQ(-11.401228, rho(2));

  EXPECT_FLOAT_EQ(-0.022019938, sampler.z().q(0));
  EXPECT_FLOAT_EQ(0.022019938, sampler.z().q(1));
  EXPECT_FLOAT_EQ(-0.022019938, sampler.z().q(2));

  EXPECT_FLOAT_EQ(-1.4131583, sampler.z().p(0));
  EXPECT_FLOAT_EQ(1.4131583, sampler.z().p(1));
  EXPECT_FLOAT_EQ(-1.4131583, sampler.z().p(2));

  EXPECT_EQ(8, n_leapfrog);
  EXPECT_FLOAT_EQ(std::log(0.36134657), log_sum_weight);
  EXPECT_FLOAT_EQ(0.36134657, sum_metro_prob);

  EXPECT_EQ("", output.str());
  EXPECT_EQ("", error_stream.str());
}