optim/onn.py

#!/usr/bin/env python3

# external packages required for full functionality:
# numpy scipy h5py sklearn dotmap

# BIG TODO: ensure numpy isn't upcasting to float64 *anywhere*.
#           this is gonna take some work.

from optim_nn_core import *
from optim_nn_core import _check, _f, _0, _1

import sys

def lament(*args, **kwargs):
    print(*args, file=sys.stderr, **kwargs)

_log_was_update = False
def log(left, right, update=False):
    s = "\x1B[1m  {:>20}:\x1B[0m   {}".format(left, right)
    global _log_was_update
    if update and _log_was_update:
        lament('\x1B[F' + s)
    else:
        lament(s)
    _log_was_update = update

class Dummy:
    pass

# Initializations {{{1

def init_gaussian_unit(size, ins, outs):
    s = np.sqrt(1 / ins)
    return np.random.normal(0, s, size=size)

# Loss functions {{{1

class SquaredHalved(ResidualLoss):
    def f(self, r):
        return np.square(r) / 2

    def df(self, r):
        return r

class SomethingElse(ResidualLoss):
    # generalizes Absolute and SquaredHalved
    # plot: https://www.desmos.com/calculator/fagjg9vuz7
    def __init__(self, a=4/3):
        assert 1 <= a <= 2, "parameter out of range"
        self.a = _f(a / 2)
        self.b = _f(2 / a)
        self.c = _f(2 / a - 1)

    def f(self, r):
        return self.a * np.abs(r)**self.b

    def df(self, r):
        return np.sign(r) * np.abs(r)**self.c

class Confidence(Loss):
    # this isn't "confidence" in any meaningful way; (e.g. Bayesian)
    # it's just a metric of how large the value is of the predicted class.
    # when using it for loss, it acts like a crappy regularizer.
    # it really just measures how much of a hot-shot the network thinks it is.

    def forward(self, p, y=None):
        categories = p.shape[-1]
        confidence = (np.max(p, axis=-1) - 1/categories) / (1 - 1/categories)
        # the exponent in softmax puts a maximum on confidence,
        # but we don't compensate for that.  if necessary,
        # it'd be better to use an activation that doesn't have this limit.
        return np.mean(confidence)

    def backward(self, p, y=None):
        # in order to agree with the forward pass,
        # using this backwards pass as-is will minimize confidence.
        categories = p.shape[-1]
        detc = p / categories / (1 - 1/categories)
        dmax = p == np.max(p, axis=-1, keepdims=True)
        return detc * dmax

class NLL(Loss): # Negative Log Likelihood
    def forward(self, p, y):
        correct = p * y
        return np.mean(-correct)

    def backward(self, p, y):
        return -y / len(p)

# Regularizers {{{1

class SaturateRelu(Regularizer):
    # paper: https://arxiv.org/abs/1703.09202
    # TODO: test this (and ActivityRegularizer) more thoroughly.
    #       i've looked at the histogram of the resulting weights.
    #       it seems like only the layers after this are affected
    #       the way they should be.

    def __init__(self, lamb=0.0):
        self.lamb = _f(lamb)

    def forward(self, X):
        return self.lamb * np.where(X >= 0, X, 0)

    def backward(self, X):
        return self.lamb * np.where(X >= 0, 1, 0)

# Optimizers {{{1

class FTML(Optimizer):
    # paper: http://www.cse.ust.hk/~szhengac/papers/icml17.pdf
    # author's implementation: https://github.com/szhengac/optim/commit/923555e

    def __init__(self, alpha=0.0025, b1=0.6, b2=0.999, eps=1e-8):
        self.iterations = _0
        self.b1 = _f(b1) # decay term
        self.b2 = _f(b2) # decay term
        self.eps = _f(eps)

        super().__init__(alpha)

    def reset(self):
        self.dt1 = None
        self.dt = None
        self.vt = None
        self.zt = None
        self.b1_t = _1
        self.b2_t = _1

    def compute(self, dW, W):
        if self.dt1 is None: self.dt1 = np.zeros_like(dW)
        if self.dt is None: self.dt = np.zeros_like(dW)
        if self.vt is None: self.vt = np.zeros_like(dW)
        if self.zt is None: self.zt = np.zeros_like(dW)

        # NOTE: we could probably rewrite these equations to avoid this copy.
        self.dt1[:] = self.dt[:]

        self.b1_t *= self.b1
        self.b2_t *= self.b2

        # hardly an elegant solution.
        alpha = max(self.alpha, self.eps)

        # same as Adam's vt.
        self.vt[:] = self.b2 * self.vt + (1 - self.b2) * dW * dW

        # you can factor out "inner" out of Adam as well.
        inner = np.sqrt(self.vt / (1 - self.b2_t)) + self.eps
        self.dt[:] = (1 - self.b1_t) / alpha * inner

        sigma_t = self.dt - self.b1 * self.dt1

        # Adam's mt minus the sigma term.
        self.zt[:] = self.b1 * self.zt + (1 - self.b1) * dW - sigma_t * W

        # subtract by weights to avoid having to override self.update.
        return -self.zt / self.dt - W

# Nonparametric Layers {{{1

class AlphaDropout(Layer):
    # to be used alongside Selu activations.
    # paper: https://arxiv.org/abs/1706.02515

    def __init__(self, dropout=0.0, alpha=1.67326324, lamb=1.05070099):
        super().__init__()
        self.alpha = _f(alpha)
        self.lamb = _f(lamb)
        self.saturated = -self.lamb * self.alpha
        self.dropout = _f(dropout)

    @property
    def dropout(self):
        return self._dropout

    @dropout.setter
    def dropout(self, x):
        self._dropout = _f(x)
        self.q = 1 - self._dropout
        assert 0 <= self.q <= 1

        sat = self.saturated

        self.a = 1 / np.sqrt(self.q + sat * sat * self.q * self._dropout)
        self.b = -self.a * (self._dropout * sat)

    def forward(self, X):
        self.mask = np.random.rand(*X.shape) < self.q
        return self.a * np.where(self.mask, X, self.saturated) + self.b

    def forward_deterministic(self, X):
        return X

    def backward(self, dY):
        return dY * self.a * self.mask

# Activations {{{2

class Selu(Layer):
    # paper: https://arxiv.org/abs/1706.02515

    def __init__(self, alpha=1.67326324, lamb=1.05070099):
        super().__init__()
        self.alpha = _f(alpha)
        self.lamb = _f(lamb)

    def forward(self, X):
        self.cond = X >= 0
        self.neg = self.alpha * np.exp(X)
        return self.lamb * np.where(self.cond, X, self.neg - self.alpha)

    def backward(self, dY):
        return dY * self.lamb * np.where(self.cond, 1, self.neg)

class TanhTest(Layer):
    def forward(self, X):
        self.sig = np.tanh(1 / 2 * X)
        return 2.4004 * self.sig

    def backward(self, dY):
        return dY * (1 / 2 * 2.4004) * (1 - self.sig * self.sig)

# Parametric Layers {{{1

class LayerNorm(Layer):
    # paper: https://arxiv.org/abs/1607.06450
    # note: nonparametric when affine == False

    def __init__(self, eps=1e-5, affine=True):
        super().__init__()
        self.eps = _f(eps)
        self.affine = bool(affine)

        if self.affine:
            self.gamma = self._new_weights('gamma', init=init_ones)
            self.beta = self._new_weights('beta', init=init_zeros)
            self.serialized = {
                'gamma': 'gamma',
                'beta': 'beta',
            }

    def make_shape(self, parent):
        shape = parent.output_shape
        self.input_shape = shape
        self.output_shape = shape
        assert len(shape) == 1, shape
        if self.affine:
            self.gamma.shape = (shape[0],)
            self.beta.shape = (shape[0],)

    def forward(self, X):
        self.mean = X.mean(0)
        self.center = X - self.mean
        self.var = self.center.var(0) + self.eps
        self.std = np.sqrt(self.var)

        self.Xnorm = self.center / self.std
        if self.affine:
            return self.gamma.f * self.Xnorm + self.beta.f
        return self.Xnorm

    def backward(self, dY):
        length = dY.shape[0]

        if self.affine:
            dXnorm = dY * self.gamma.f
            self.gamma.g[:] = (dY * self.Xnorm).sum(0)
            self.beta.g[:] = dY.sum(0)
        else:
            dXnorm = dY

        dstd = (dXnorm * self.center).sum(0) / -self.var
        dcenter = dXnorm / self.std + dstd / self.std * self.center / length
        dmean = -dcenter.sum(0)
        dX = dcenter + dmean / length

        return dX

class Denses(Layer): # TODO: rename?
    # acts as a separate Dense for each row or column. only for 2D arrays.

    serialized = {
        'W': 'coeffs',
        'b': 'biases',
    }

    def __init__(self, dim, init=init_he_uniform, reg_w=None, reg_b=None, axis=-1):
        super().__init__()
        self.dim = int(dim)
        self.weight_init = init
        self.axis = int(axis)
        self.coeffs = self._new_weights('coeffs', init=init, regularizer=reg_w)
        self.biases = self._new_weights('biases', init=init_zeros, regularizer=reg_b)

    def make_shape(self, parent):
        shape = parent.output_shape
        self.input_shape = shape
        assert len(shape) == 2, shape

        assert -len(shape) <= self.axis < len(shape)
        self.axis = self.axis % len(shape)

        self.output_shape = list(shape)
        self.output_shape[self.axis] = self.dim
        self.output_shape = tuple(self.output_shape)

        in_rows = self.input_shape[0]
        in_cols = self.input_shape[1]
        out_rows = self.output_shape[0]
        out_cols = self.output_shape[1]

        self.coeffs.shape = (in_rows, in_cols, self.dim)
        self.biases.shape = (1, out_rows, out_cols)

    def forward(self, X):
        self.X = X
        if self.axis == 0:
            return np.einsum('ixj,xjk->ikj', X, self.coeffs.f) + self.biases.f
        elif self.axis == 1:
            return np.einsum('ijx,jxk->ijk', X, self.coeffs.f) + self.biases.f

    def backward(self, dY):
        self.biases.g[:] = dY.sum(0, keepdims=True)
        if self.axis == 0:
            self.coeffs.g[:] = np.einsum('ixj,ikj->xjk', self.X, dY)
            return np.einsum('ikj,xjk->ixj', dY, self.coeffs.f)
        elif self.axis == 1:
            self.coeffs.g[:] = np.einsum('ijx,ijk->jxk', self.X, dY)
            return np.einsum('ijk,jxk->ijx', dY, self.coeffs.f)

class DenseOneLess(Dense):
    def init(self, allocator):
        super().init(allocator)
        ins, outs = self.input_shape[0], self.output_shape[0]
        assert ins == outs, (ins, outs)

    def forward(self, X):
        np.fill_diagonal(self.coeffs.f, 0)
        self.X = X
        return X.dot(self.coeffs.f) + self.biases

    def backward(self, dY):
        self.coeffs.g[:] = self.X.T.dot(dY)
        self.biases.g[:] = dY.sum(0, keepdims=True)
        np.fill_diagonal(self.coeffs.g, 0)
        return dY.dot(self.coeffs.f.T)

class CosineDense(Dense):
    # paper: https://arxiv.org/abs/1702.05870
    # another implementation: https://github.com/farizrahman4u/keras-contrib/pull/36
    # the paper doesn't mention bias,
    # so we treat bias as an additional weight with a constant input of 1.
    # this is correct in Dense layers, so i hope it's correct here too.

    eps = 1e-4

    def forward(self, X):
        self.X = X
        self.X_norm = np.sqrt(np.square(X).sum(-1, keepdims=True) \
          + 1 + self.eps)
        self.W_norm = np.sqrt(np.square(self.coeffs.f).sum(0, keepdims=True) \
          + np.square(self.biases.f) + self.eps)
        self.dot = X.dot(self.coeffs.f) + self.biases.f
        Y = self.dot / (self.X_norm * self.W_norm)
        return Y

    def backward(self, dY):
        ddot = dY / self.X_norm / self.W_norm
        dX_norm = -(dY * self.dot / self.W_norm).sum(-1, keepdims=True) / self.X_norm**2
        dW_norm = -(dY * self.dot / self.X_norm).sum( 0, keepdims=True) / self.W_norm**2

        self.coeffs.g[:] = self.X.T.dot(ddot)         \
          + dW_norm / self.W_norm * self.coeffs.f
        self.biases.g[:] = ddot.sum(0, keepdims=True) \
          + dW_norm / self.W_norm * self.biases.f
        dX = ddot.dot(self.coeffs.f.T) + dX_norm / self.X_norm * self.X

        return dX

# Rituals {{{1

def stochastic_multiply(W, gamma=0.5, allow_negation=False):
    # paper: https://arxiv.org/abs/1606.01981

    assert W.ndim == 1, W.ndim
    assert 0 < gamma < 1, gamma
    size = len(W)
    alpha = np.max(np.abs(W))
    # NOTE: numpy gives [low, high) but the paper advocates [low, high]
    mult = np.random.uniform(gamma, 1/gamma, size=size)
    if allow_negation:
        # NOTE: i have yet to see this do anything but cause divergence.
        # i've referenced the paper several times yet still don't understand
        # what i'm doing wrong, so i'm disabling it by default in my code.
        # maybe i just need *a lot* more weights to compensate.
        prob = (W / alpha + 1) / 2
        samples = np.random.random_sample(size=size)
        mult *= np.where(samples < prob, 1, -1)
    np.multiply(W, mult, out=W)

class StochMRitual(Ritual):
    # paper: https://arxiv.org/abs/1606.01981
    # this probably doesn't make sense for regression problems,
    # let alone small models, but here it is anyway!

    def __init__(self, learner=None, loss=None, mloss=None, gamma=0.5):
        super().__init__(learner, loss, mloss)
        self.gamma = _f(gamma)

    def prepare(self, model):
        self.W = np.copy(model.W)
        super().prepare(model)

    def learn(self, inputs, outputs):
        # an experiment:
        #assert self.learner.rate < 10, self.learner.rate
        #self.gamma = 1 - 1/2**(1 - np.log10(self.learner.rate))

        self.W[:] = self.model.W
        for layer in self.model.ordered_nodes:
            if isinstance(layer, Dense):
                stochastic_multiply(layer.coeffs.ravel(), gamma=self.gamma)
        residual = super().learn(inputs, outputs)
        self.model.W[:] = self.W
        return residual

    def update(self):
        super().update()
        f = 0.5
        for layer in self.model.ordered_nodes:
            if isinstance(layer, Dense):
                np.clip(layer.W, -layer.std * f, layer.std * f, out=layer.W)
            #   np.clip(layer.W, -1, 1, out=layer.W)

class NoisyRitual(Ritual):
    def __init__(self, learner=None, loss=None, mloss=None,
                 input_noise=0, output_noise=0, gradient_noise=0):
        self.input_noise = _f(input_noise)
        self.output_noise = _f(output_noise)
        self.gradient_noise = _f(gradient_noise)
        super().__init__(learner, loss, mloss)

    def learn(self, inputs, outputs):
        # this is pretty crude
        if self.input_noise > 0:
            s = self.input_noise
            inputs =   inputs + np.random.normal(0, s, size=inputs.shape)
        if self.output_noise > 0:
            s = self.output_noise
            outputs = outputs + np.random.normal(0, s, size=outputs.shape)
        return super().learn(inputs, outputs)

    def update(self):
        # gradient noise paper: https://arxiv.org/abs/1511.06807
        if self.gradient_noise > 0:
            size = len(self.model.dW)
            gamma = 0.55
            #s = self.gradient_noise / (1 + self.bn) ** gamma
            # experiments:
            s = self.gradient_noise * np.sqrt(self.learner.rate)
            #s = np.square(self.learner.rate)
            #s = self.learner.rate / self.en
            self.model.dW += np.random.normal(0, max(s, 1e-8), size=size)
        super().update()

# Learners {{{1

class DumbLearner(AnnealingLearner):
    # this is my own awful contraption. it's not really "SGD with restarts".
    def __init__(self, optim, epochs=100, rate=None, halve_every=10,
                 restarts=0, restart_advance=20, callback=None):
        self.restart_epochs = int(epochs)
        self.restarts = int(restarts)
        self.restart_advance = float(restart_advance)
        self.restart_callback = callback
        epochs = self.restart_epochs * (self.restarts + 1)
        super().__init__(optim, epochs, rate, halve_every)

    def rate_at(self, epoch):
        sub_epoch = epoch % self.restart_epochs
        restart = epoch // self.restart_epochs
        return super().rate_at(sub_epoch) * (self.anneal**self.restart_advance)**restart

    def next(self):
        if not super().next():
            return False
        sub_epoch = self.epoch % self.restart_epochs
        restart = self.epoch // self.restart_epochs
        if restart > 0 and sub_epoch == 0:
            if self.restart_callback is not None:
                self.restart_callback(restart)
        return True

# Components {{{1

def _mr_make_norm(norm):
    def _mr_norm(y, width, depth, block, multi, activation, style, FC, d):
        skip = y
        merger = Sum()
        skip.feed(merger)
        z_start = skip
        z_start = z_start.feed(norm())
        z_start = z_start.feed(activation())
        for _ in range(multi):
            z = z_start
            for j in range(block):
                if j > 0:
                    z = z.feed(norm())
                    z = z.feed(activation())
                z = z.feed(FC())
            z.feed(merger)
        y = merger
        return y
    return _mr_norm

def _mr_batchless(y, width, depth, block, multi, activation, style, FC, d):
    skip = y
    merger = Sum()
    skip.feed(merger)
    z_start = skip.feed(activation())
    for _ in range(multi):
        z = z_start
        for j in range(block):
            if j > 0:
                z = z.feed(activation())
            z = z.feed(FC())
        z.feed(merger)
    y = merger
    return y

def _mr_onelesssum(y, width, depth, block, multi, activation, style, FC, d):
    # this is my own awful contraption.
    is_last = d + 1 == depth
    needs_sum = not is_last or multi > 1
    skip = y
    if needs_sum:
        merger = Sum()
    if not is_last:
        skip.feed(merger)
    z_start = skip.feed(activation())
    for _ in range(multi):
        z = z_start
        for j in range(block):
            if j > 0:
                z = z.feed(activation())
            z = z.feed(FC())
        if needs_sum:
            z.feed(merger)
    if needs_sum:
        y = merger
    else:
        y = z
    return y

_mr_styles = dict(
    lnorm=_mr_make_norm(LayerNorm),
    batchless=_mr_batchless,
    onelesssum=_mr_onelesssum,
)

def multiresnet(x, width, depth, block=2, multi=1,
                activation=Relu, style='batchless',
                init=init_he_normal):
    if style == 'cossim':
        style = 'batchless'
        DenseClass = CosineDense
    else:
        DenseClass = Dense
    if style not in _mr_styles:
        raise Exception('unknown resnet style', style)

    y = x
    last_size = x.output_shape[0]

    for d in range(depth):
        size = width
        FC = lambda: DenseClass(size, init)

        if last_size != size:
            y = y.feed(FC())

        y = _mr_styles[style](y, width, depth, block, multi, activation, style, FC, d)

        last_size = size

    return y

# Toy Data {{{1

inits = dict(he_normal=init_he_normal, he_uniform=init_he_uniform,
             glorot_normal=init_glorot_normal, glorot_uniform=init_glorot_uniform,
             gaussian_unit=init_gaussian_unit)
activations = dict(sigmoid=Sigmoid, tanh=Tanh, lecun=LeCunTanh,
                   relu=Relu, elu=Elu, gelu=GeluApprox, selu=Selu,
                   softplus=Softplus)

def prettyize(data):
    if isinstance(data, np.ndarray):
        s = ', '.join(('{:8.2e}'.format(n) for n in data))
        s = '[' + s + ']'
    else:
        s = '{:8.2e}'.format(data)
    return s

def normalize_data(data, mean=None, std=None):
    # in-place
    if mean is None or std is None:
        mean = np.mean(data, axis=0)
        std  =  np.std(data, axis=0)
        mean_str = prettyize(mean)
        std_str = prettyize(std)
        lament('nod(...,\n    {},\n    {})'.format(mean_str, std_str))
        sys.exit(1)
    data -= _f(mean)
    data /= _f(std)

def toy_data(train_samples, valid_samples, problem=2):
    total_samples = train_samples + valid_samples

    nod = normalize_data # shorthand to keep a sane indentation

    if problem == 0:
        from ml.cie_mlp_data import inputs, outputs, valid_inputs, valid_outputs
        inputs, outputs = _f(inputs), _f(outputs)
        valid_inputs, valid_outputs = _f(valid_inputs), _f(valid_outputs)

        nod(inputs, 127.5, 73.9)
        nod(outputs, 44.8, 21.7)
        nod(valid_inputs, 127.5, 73.9)
        nod(valid_outputs, 44.8, 21.7)

    elif problem == 1:
        from sklearn.datasets import make_friedman1
        inputs, outputs = make_friedman1(total_samples)
        inputs, outputs = _f(inputs), _f(outputs)
        outputs = np.expand_dims(outputs, -1)

        nod(inputs, 0.5, 1/np.sqrt(12))
        nod(outputs, 14.4, 4.9)

    elif problem == 2:
        from sklearn.datasets import make_friedman2
        inputs, outputs = make_friedman2(total_samples)
        inputs, outputs = _f(inputs), _f(outputs)
        outputs = np.expand_dims(outputs, -1)

        nod(inputs,
            [5.00e+01, 9.45e+02, 5.01e-01, 5.98e+00],
            [2.89e+01, 4.72e+02, 2.89e-01, 2.87e+00])

        nod(outputs, [482], [380])

    elif problem == 3:
        from sklearn.datasets import make_friedman3
        inputs, outputs = make_friedman3(total_samples)
        inputs, outputs = _f(inputs), _f(outputs)
        outputs = np.expand_dims(outputs, -1)

        nod(inputs,
            [4.98e+01, 9.45e+02, 4.99e-01, 6.02e+00],
            [2.88e+01, 4.73e+02, 2.90e-01, 2.87e+00])

        nod(outputs, [1.32327931], [0.31776295])

    else:
        raise Exception("unknown toy data set", problem)

    if problem != 0:
        # split off a validation set
        indices = np.arange(inputs.shape[0])
        np.random.shuffle(indices)
        valid_inputs  =  inputs[indices][-valid_samples:]
        valid_outputs = outputs[indices][-valid_samples:]
        inputs  =  inputs[indices][:-valid_samples]
        outputs = outputs[indices][:-valid_samples]

    return (inputs, outputs), (valid_inputs, valid_outputs)

# Model Creation {{{1

def optim_from_config(config):
    if config.optim == 'adam':
        d1 = config.optim_decay1 if 'optim_decay1' in config else 9.5
        d2 = config.optim_decay2 if 'optim_decay2' in config else 999.5
        b1 = np.exp(-1/d1)
        b2 = np.exp(-1/d2)
        o = Nadam if config.nesterov else Adam
        optim = o(b1=b1, b2=b2)
    elif config.optim == 'ftml':
        d1 = config.optim_decay1 if 'optim_decay1' in config else 2
        d2 = config.optim_decay2 if 'optim_decay2' in config else 999.5
        b1 = np.exp(-1/d1)
        b2 = np.exp(-1/d2)
        optim = FTML(b1=b1, b2=b2)
    elif config.optim in ('rms', 'rmsprop'):
        d2 = config.optim_decay2 if 'optim_decay2' in config else 99.5
        mu = np.exp(-1/d2)
        optim = RMSprop(mu=mu)
    elif config.optim == 'sgd':
        d1 = config.optim_decay1 if 'optim_decay1' in config else 0
        if d1 > 0:
            b1 = np.exp(-1/d1)
            optim = Momentum(mu=b1, nesterov=config.nesterov)
        else:
            optim = Optimizer()
    else:
        raise Exception('unknown optimizer', config.optim)

    return optim

def learner_from_config(config, optim, rscb):
    if config.learner == 'sgdr':
        expando = config.expando if 'expando' in config else None
        learner = SGDR(optim, epochs=config.epochs, rate=config.learn,
                       restart_decay=config.restart_decay, restarts=config.restarts,
                       callback=rscb, expando=expando)
        # final learning rate isn't of interest here; it's gonna be close to 0.
        log('total epochs', learner.epochs)
    elif config.learner == 'anneal':
        learner = AnnealingLearner(optim, epochs=config.epochs, rate=config.learn,
                                   halve_every=config.learn_halve_every)
        log("final learning rate", "{:10.8f}".format(learner.final_rate))
    elif config.learner == 'dumb':
        learner = DumbLearner(optim, epochs=config.epochs, rate=config.learn,
                              halve_every=config.learn_halve_every,
                              restarts=config.restarts,
                              restart_advance=config.learn_restart_advance,
                              callback=rscb)
        log("final learning rate", "{:10.8f}".format(learner.final_rate))
    elif config.learner == 'sgd':
        learner = Learner(optim, epochs=config.epochs, rate=config.learn)
    else:
        raise Exception('unknown learner', config.learner)

    return learner

def lookup_loss(maybe_name):
    if isinstance(maybe_name, Loss):
        return maybe_name
    elif maybe_name == 'mse':
        return Squared()
    elif maybe_name == 'mshe': # mushy
        return SquaredHalved()
    elif maybe_name == 'mae':
        return Absolute()
    elif maybe_name == 'msee':
        return SomethingElse()
    raise Exception('unknown objective', maybe_name)

def ritual_from_config(config, learner, loss, mloss):
    if config.ritual == 'default':
        ritual = Ritual(learner=learner, loss=loss, mloss=mloss)
    elif config.ritual == 'stochm':
        ritual = StochMRitual(learner=learner, loss=loss, mloss=mloss)
    elif config.ritual == 'noisy':
        ritual = NoisyRitual(learner=learner, loss=loss, mloss=mloss,
                             input_noise=1e-1, output_noise=1e-2,
                             gradient_noise=2e-7)
    else:
        raise Exception('unknown ritual', config.ritual)

    return ritual

def model_from_config(config, input_features, output_features, callbacks):
    init = inits[config.init]
    activation = activations[config.activation]

    x = Input(shape=(input_features,))
    y = x
    y = multiresnet(y,
                    config.res_width, config.res_depth,
                    config.res_block, config.res_multi,
                    activation=activation, init=init,
                    style=config.parallel_style)
    if y.output_shape[0] != output_features:
        y = y.feed(Dense(output_features, init))

    model = Model(x, y, unsafe=config.unsafe)

    if config.fn_load is not None:
        log('loading weights', config.fn_load)
        model.load_weights(config.fn_load)

    optim = optim_from_config(config)

    def rscb(restart):
        callbacks.restart()
        log("restarting", restart)
        if config.restart_optim:
            optim.reset()

    learner = learner_from_config(config, optim, rscb)

    loss = lookup_loss(config.loss)
    mloss = lookup_loss(config.mloss) if config.mloss else loss

    ritual = ritual_from_config(config, learner, loss, mloss)

    return model, learner, ritual

# main program {{{1

def run(program, args=None):
    args = args if args else []

    np.random.seed(42069)

    # Config {{{2

    from dotmap import DotMap
    config = DotMap(
        fn_load = None,
        fn_save = 'optim_nn.h5',
        log_fn = 'losses.npz',

        # multi-residual network parameters
        res_width = 28,
        res_depth = 2,
        res_block = 3, # normally 2 for plain resnet
        res_multi = 2, # normally 1 for plain resnet

        # style of resnet (order of layers, which layers, etc.)
        parallel_style = 'onelesssum',
        activation = 'gelu',

        #optim = 'ftml',
        #optim_decay1 = 2,
        #optim_decay2 = 100,
        #nesterov = False,
        optim = 'adam', # note: most features only implemented for Adam
        optim_decay1 = 24,  #  first momentum given in epochs (optional)
        optim_decay2 = 100, # second momentum given in epochs (optional)
        nesterov = True,
        batch_size = 64,

        # learning parameters
        learner = 'sgdr',
        learn = 0.00125,
        epochs = 24,
        learn_halve_every = 16, # only used with anneal/dumb
        restarts = 4,
        restart_decay = 0.25, # only used with SGDR
        expando = lambda i: 24 * i,

        # misc
        init = 'he_normal',
        loss = 'mse',
        mloss = 'mse',
        ritual = 'default',
        restart_optim = False, # restarts also reset internal state of optimizer
        warmup = False, # train a couple epochs on gaussian noise and reset

        # logging/output
        log10_loss = True, # personally, i'm sick of looking linear loss values!
        #fancy_logs = True, # unimplemented (can't turn it off yet)

        problem = 2,
        compare = (
            # best results for ~10,000 parameters
            # training/validation pairs for each problem (starting from problem 0):
            (10**-3.120, 10**-2.901),
            # 1080 epochs on these...
            (10**-6.747, 10**-6.555),
            (10**-7.774, 10**-7.626),
            (10**-6.278, 10**-5.234), # overfitting? bad valid set?
        ),

        unsafe = True, # aka gotta go fast mode
    )

    for k in ['parallel_style', 'activation', 'optim', 'learner',
              'init', 'loss', 'mloss', 'ritual']:
        config[k] = config[k].lower()

    config.learn *= np.sqrt(config.batch_size)

    config.pprint()

    # Toy Data {{{2

    (inputs, outputs), (valid_inputs, valid_outputs) = \
      toy_data(2**14, 2**11, problem=config.problem)
    input_features  =  inputs.shape[-1]
    output_features = outputs.shape[-1]

    # Our Test Model

    callbacks = Dummy()

    model, learner, ritual = \
      model_from_config(config, input_features, output_features, callbacks)

    # Model Information {{{2

    for node in model.ordered_nodes:
        children = [str(n) for n in node.children]
        if children:
            sep = '->'
            print(str(node) + sep + ('\n' + str(node) + sep).join(children))
    log('parameters', model.param_count)

    # Training {{{2

    batch_losses = []
    train_losses = []
    valid_losses = []

    def measure_error():
        def print_error(name, inputs, outputs, comparison=None):
            predicted = model.forward(inputs)
            err = ritual.measure(predicted, outputs)
            if config.log10_loss:
                print(name, "{:12.6e}".format(err))
                if comparison:
                    err10 = np.log10(err)
                    cmp10 = np.log10(comparison)
                    color = '\x1B[31m' if err10 > cmp10 else '\x1B[32m'
                    log(name + " log10-loss", "{:+6.3f} {}({:+6.3f})\x1B[0m".format(err10, color, err10 - cmp10))
                else:
                    log(name + " log10-loss", "{:+6.3f}".format(err, np.log10(err)))
            else:
                log(name + " loss", "{:12.6e}".format(err))
                if comparison:
                    fmt = "10**({:+7.4f}) times"
                    log("improvement", fmt.format(np.log10(comparison / err)))
            return err

        train_err = print_error("train",
                                inputs, outputs,
                                config.compare[config.problem][0])
        valid_err = print_error("valid",
                                valid_inputs, valid_outputs,
                                config.compare[config.problem][1])
        train_losses.append(train_err)
        valid_losses.append(valid_err)

    callbacks.restart = measure_error

    training = config.epochs > 0 and config.restarts >= 0

    ritual.prepare(model)

    if training and config.warmup and not config.fn_load:
        log("warming", "up")

        # use plain SGD in warmup to prevent (or possibly cause?) numeric issues
        temp_optim = learner.optim
        temp_loss = ritual.loss
        learner.optim = Optimizer(alpha=0.001)
        ritual.loss = Absolute() # less likely to blow up; more general

        # NOTE: experiment: trying const batches and batch_size
        bs = 256
        target = 1 * 1024 * 1024
        # 4 being sizeof(float)
        batches = (target / 4 / np.prod(inputs.shape[1:])) // bs * bs
        ins  = [int(batches)] + list( inputs.shape[1:])
        outs = [int(batches)] + list(outputs.shape[1:])

        for _ in range(4):
            ritual.train_batched(
                np.random.normal(size=ins),
                np.random.normal(size=outs),
                batch_size=bs)
            ritual.reset()

        learner.optim = temp_optim
        ritual.loss = temp_loss

    if training:
        measure_error()

    while training and learner.next():
        avg_loss, losses = ritual.train_batched(
            inputs, outputs,
            config.batch_size,
            return_losses=True)
        batch_losses += losses

        if config.log10_loss:
            fmt = "epoch {:4.0f}, rate {:10.8f}, log10-loss {:+6.3f}"
            log("info", fmt.format(learner.epoch, learner.rate, np.log10(avg_loss)),
                update=True)
        else:
            fmt = "epoch {:4.0f}, rate {:10.8f}, loss {:12.6e}"
            log("info", fmt.format(learner.epoch, learner.rate, avg_loss),
                update=True)

    measure_error()

    if training and config.fn_save is not None:
        log('saving weights', config.fn_save)
        model.save_weights(config.fn_save, overwrite=True)

    if training and config.log_fn is not None:
        log('saving losses', config.log_fn)
        np.savez_compressed(config.log_fn,
                            batch_losses=np.array(batch_losses, dtype=_f),
                            train_losses=np.array(train_losses, dtype=_f),
                            valid_losses=np.array(valid_losses, dtype=_f))

    # Evaluation {{{2
    # TODO: write this portion again

    return 0

# run main program {{{1

if __name__ == '__main__':
    sys.exit(run(sys.argv[0], sys.argv[1:]))