예제 #1
0
def run():
    print "Running experiment..."
    results = defaultdict(list)
    for i in xrange(N_samples):
        print i,

        def callback(x, t, v, entropy, log_decay):
            results[("x", i)].append(
                x.copy())  # Replace this with a loop over kwargs?
            results[("entropy", i)].append(entropy)
            results[("velocity", i)].append(v)
            results[("log decay", i)].append(log_decay[0])
            results[("likelihood", i)].append(-nllfun(x))

        rs = RandomState((seed, i))
        x0 = rs.randn(D) * init_scale
        v0 = rs.randn(D)  # TODO: account for entropy of init.
        init_entropy = 0.5 * D * (1 + np.log(2*np.pi))\
                        + np.sum(np.log(init_scale))
        aed3(gradfun,
             callback=callback,
             x=x0,
             v=v0,
             learn_rate=epsilon,
             iters=N_iter,
             init_log_decay=init_log_decay,
             decay_learn_rate=decay_learn_rate,
             entropy=init_entropy)
    return results
예제 #2
0
def run():
    (train_images, train_labels),\
    (tests_images, tests_labels) = load_data_subset(N_train, N_tests)
    parser, pred_fun, nllfun, frac_err = make_nn_funs(layer_sizes)
    N_param = len(parser.vect)

    print "Running experiment..."
    results = defaultdict(list)
    for i in xrange(N_samples):

        def indexed_loss_fun(w, i_iter):
            rs = RandomState((seed, i, i_iter))
            idxs = rs.randint(N_train, size=batch_size)
            nll = nllfun(w, train_images[idxs], train_labels[idxs]) * N_train
            nlp = neg_log_prior(w)
            return nll + nlp

        gradfun = grad(indexed_loss_fun)

        def callback(x, t, v, entropy):
            results[("entropy", i)].append(entropy / N_train)
            results[("v_norm", i)].append(norm(v) / np.sqrt(N_param))
            results[("minibatch_likelihood",
                     i)].append(-indexed_loss_fun(x, t))
            results[("log_prior_per_dpt",
                     i)].append(-neg_log_prior(x) / N_train)
            if t % thin != 0 and t != N_iter and t != 0: return
            results[('iterations', i)].append(t)
            results[("train_likelihood",
                     i)].append(-nllfun(x, train_images, train_labels))
            results[("tests_likelihood",
                     i)].append(-nllfun(x, tests_images, tests_labels))
            results[("tests_error",
                     i)].append(frac_err(x, tests_images, tests_labels))
            print "Iteration {0:5} Train likelihood {1:2.4f}  Test likelihood {2:2.4f}" \
                  "  Test Err {3:2.4f}".format(t, results[("train_likelihood", i)][-1],
                                                  results[("tests_likelihood", i)][-1],
                                                  results[("tests_error",      i)][-1])

        rs = RandomState((seed, i))
        x0 = rs.randn(N_param) * init_scale
        v0 = rs.randn(N_param)  # TODO: account for entropy of init.
        #entropy = 0.5 * D * (1 + np.log(2*np.pi)) + np.sum(np.log(x_scale)) + 0.5 * (D - norm(v) **2)
        aed3(gradfun,
             callback=callback,
             x=x0,
             v=v0,
             learn_rate=epsilon,
             iters=N_iter,
             init_log_decay=init_log_decay,
             decay_learn_rate=decay_learn_rate)
    return results
예제 #3
0
def run():
    (train_images, train_labels), (tests_images, tests_labels) = load_data_subset(N_train, N_tests)
    parser, pred_fun, nllfun, frac_err = make_nn_funs(layer_sizes)
    N_param = len(parser.vect)

    print "Running experiment..."
    results = defaultdict(list)
    for i in xrange(N_samples):

        def indexed_loss_fun(w, i_iter):
            rs = RandomState((seed, i, i_iter))
            idxs = rs.randint(N_train, size=batch_size)
            nll = nllfun(w, train_images[idxs], train_labels[idxs]) * N_train
            nlp = neg_log_prior(w)
            return nll + nlp

        gradfun = grad(indexed_loss_fun)

        def callback(x, t, v, entropy):
            results[("entropy", i)].append(entropy / N_train)
            results[("v_norm", i)].append(norm(v) / np.sqrt(N_param))
            results[("minibatch_likelihood", i)].append(-indexed_loss_fun(x, t))
            results[("log_prior_per_dpt", i)].append(-neg_log_prior(x) / N_train)
            if t % thin != 0 and t != N_iter and t != 0:
                return
            results[("iterations", i)].append(t)
            results[("train_likelihood", i)].append(-nllfun(x, train_images, train_labels))
            results[("tests_likelihood", i)].append(-nllfun(x, tests_images, tests_labels))
            results[("tests_error", i)].append(frac_err(x, tests_images, tests_labels))
            print "Iteration {0:5} Train likelihood {1:2.4f}  Test likelihood {2:2.4f}" "  Test Err {3:2.4f}".format(
                t,
                results[("train_likelihood", i)][-1],
                results[("tests_likelihood", i)][-1],
                results[("tests_error", i)][-1],
            )

        rs = RandomState((seed, i))
        x0 = rs.randn(N_param) * init_scale
        v0 = rs.randn(N_param)  # TODO: account for entropy of init.
        # entropy = 0.5 * D * (1 + np.log(2*np.pi)) + np.sum(np.log(x_scale)) + 0.5 * (D - norm(v) **2)
        aed3(
            gradfun,
            callback=callback,
            x=x0,
            v=v0,
            learn_rate=epsilon,
            iters=N_iter,
            init_log_decay=init_log_decay,
            decay_learn_rate=decay_learn_rate,
        )
    return results
예제 #4
0
def run():
    print "Running experiment..."
    results = defaultdict(list)
    for i in xrange(N_samples):
        print i,
        def callback(x, t, v, entropy, log_decay):
            results[("x", i)].append(x.copy())    # Replace this with a loop over kwargs?
            results[("entropy", i)].append(entropy)
            results[("velocity", i)].append(v)
            results[("log decay", i)].append(log_decay[0])
            results[("likelihood", i)].append(-nllfun(x))

        rs = RandomState((seed, i))
        x0 = rs.randn(D) * init_scale
        v0 = rs.randn(D)  # TODO: account for entropy of init.
        init_entropy = 0.5 * D * (1 + np.log(2*np.pi))\
                        + np.sum(np.log(init_scale))
        aed3(gradfun, callback=callback, x=x0, v=v0, learn_rate=epsilon, iters=N_iter,
             init_log_decay=init_log_decay, decay_learn_rate=decay_learn_rate,
             entropy=init_entropy)
    return results