Exemple #1
0
def mnl_simulate(data, coeff, numalts, GPU=False, returnprobs=False):
    logger.debug(
        'start: MNL simulation with len(data)={} and numalts={}'.format(
            len(data), numalts))
    atype = 'numpy' if not GPU else 'cuda'

    data = np.transpose(data)
    coeff = np.reshape(np.array(coeff), (1, len(coeff)))

    data, coeff = PMAT(data, atype), PMAT(coeff, atype)

    probs = mnl_probs(data, coeff, numalts)

    if returnprobs:
        return np.transpose(probs.get_mat())

    # convert to cpu from here on - gpu doesn't currently support these ops
    if probs.typ == 'cuda':
        probs = PMAT(probs.get_mat())

    probs = probs.cumsum(axis=0)
    r = pmat.random(probs.size() / numalts)
    choices = probs.subtract(r, inplace=True).firstpositive(axis=0)

    logger.debug('finish: MNL simulation')
    return choices.get_mat()
Exemple #2
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def mnl_simulate(data, coeff, numalts, GPU=False, returnprobs=False):
    logger.debug(
        'start: MNL simulation with len(data)={} and numalts={}'.format(
            len(data), numalts))
    atype = 'numpy' if not GPU else 'cuda'

    data = np.transpose(data)
    coeff = np.reshape(np.array(coeff), (1, len(coeff)))

    data, coeff = PMAT(data, atype), PMAT(coeff, atype)

    probs = mnl_probs(data, coeff, numalts)

    if returnprobs:
        return np.transpose(probs.get_mat())

    # convert to cpu from here on - gpu doesn't currently support these ops
    if probs.typ == 'cuda':
        probs = PMAT(probs.get_mat())

    probs = probs.cumsum(axis=0)
    r = pmat.random(probs.size() / numalts)
    choices = probs.subtract(r, inplace=True).firstpositive(axis=0)

    logger.debug('finish: MNL simulation')
    return choices.get_mat()
Exemple #3
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def mnl_simulate(data, coeff, numalts, GPU=False, returnprobs=True):
    """
    Get the probabilities for each chooser choosing between `numalts`
    alternatives.

    Parameters
    ----------
    data : 2D array
        The data are expected to be in "long" form where each row is for
        one alternative. Alternatives are in groups of `numalts` rows per
        choosers. Alternatives must be in the same order for each chooser.
    coeff : 1D array
        The model coefficients corresponding to each column in `data`.
    numalts : int
        The number of alternatives available to each chooser.
    GPU : bool, optional
    returnprobs : bool, optional
        If True, return the probabilities for each chooser/alternative instead
        of actual choices.

    Returns
    -------
    probs or choices: 2D array
        If `returnprobs` is True the probabilities are a 2D array with a
        row for each chooser and columns for each alternative.

    """
    logger.debug(
        'start: MNL simulation with len(data)={} and numalts={}'.format(
            len(data), numalts))
    atype = 'numpy' if not GPU else 'cuda'

    data = np.transpose(data)
    coeff = np.reshape(np.array(coeff), (1, len(coeff)))

    data, coeff = PMAT(data, atype), PMAT(coeff, atype)

    probs = mnl_probs(data, coeff, numalts)

    if returnprobs:
        return np.transpose(probs.get_mat())

    # convert to cpu from here on - gpu doesn't currently support these ops
    if probs.typ == 'cuda':
        probs = PMAT(probs.get_mat())

    probs = probs.cumsum(axis=0)
    r = pmat.random(probs.size() / numalts)
    choices = probs.subtract(r, inplace=True).firstpositive(axis=0)

    logger.debug('finish: MNL simulation')
    return choices.get_mat()
Exemple #4
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def mnl_simulate(data, coeff, numalts, GPU=False, returnprobs=True):
    """
    Get the probabilities for each chooser choosing between `numalts`
    alternatives.

    Parameters
    ----------
    data : 2D array
        The data are expected to be in "long" form where each row is for
        one alternative. Alternatives are in groups of `numalts` rows per
        choosers. Alternatives must be in the same order for each chooser.
    coeff : 1D array
        The model coefficients corresponding to each column in `data`.
    numalts : int
        The number of alternatives available to each chooser.
    GPU : bool, optional
    returnprobs : bool, optional
        If True, return the probabilities for each chooser/alternative instead
        of actual choices.

    Returns
    -------
    probs or choices: 2D array
        If `returnprobs` is True the probabilities are a 2D array with a
        row for each chooser and columns for each alternative.

    """
    logger.debug(
        'start: MNL simulation with len(data)={} and numalts={}'.format(
            len(data), numalts))
    atype = 'numpy' if not GPU else 'cuda'

    data = np.transpose(data)
    coeff = np.reshape(np.array(coeff), (1, len(coeff)))

    data, coeff = PMAT(data, atype), PMAT(coeff, atype)

    probs = mnl_probs(data, coeff, numalts)

    if returnprobs:
        return np.transpose(probs.get_mat())

    # convert to cpu from here on - gpu doesn't currently support these ops
    if probs.typ == 'cuda':
        probs = PMAT(probs.get_mat())

    probs = probs.cumsum(axis=0)
    r = pmat.random(probs.size() / numalts)
    choices = probs.subtract(r, inplace=True).firstpositive(axis=0)

    logger.debug('finish: MNL simulation')
    return choices.get_mat()
Exemple #5
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def mnl_loglik(beta,data,chosen,numalts,weights=None,lcgrad=False,stderr=0): 

    numvars = beta.size
    numobs = data.size()/numvars/numalts

    beta = np.reshape(beta,(1,beta.size))
    beta = PMAT(beta,data.typ)

    probs = mnl_probs(data,beta,numalts)
    
    if lcgrad: 
      assert weights
      gradmat = weights.subtract(probs).reshape(1,probs.size())
    else:
      gradmat = chosen.subtract(probs).reshape(1,probs.size())
    gradmat = data.multiply_by_row(gradmat)
    # this line is a bit hackish - you can't do the whole sum at once on a gpu
    # need to shorten the length of the axis over which to sum
    gradarr = gradmat.reshape(numvars*numalts,numobs)
    if weights is not None and not lcgrad: gradarr = gradarr.element_multiply(weights,inplace=True)
    gradarr = gradarr.sum(axis=1).reshape(numvars,numalts).sum(axis=1)

    gradmat.reshape(numvars,numalts*numobs)
    if stderr:
      if not lcgrad: return get_standard_error(get_hessian(gradmat.get_mat()))
      else: return np.zeros(beta.size())

    chosen.reshape(numalts,numobs)
    if weights is not None:
      loglik = (probs.log(inplace=True).element_multiply(weights,inplace=True) \
                                       .element_multiply(chosen,inplace=True)).sum(axis=1).sum(axis=0)
    else:
      loglik = (probs.log(inplace=True).element_multiply(chosen,inplace=True)).sum(axis=1).sum(axis=0)

    if loglik.typ == 'numpy':
        loglik, gradarr = loglik.get_mat(), gradarr.get_mat()
    else:
        loglik = loglik.get_mat()[0,0]
        gradarr = np.reshape(gradarr.get_mat(),(1,gradarr.size()))[0]

    return -1*loglik, -1*gradarr
Exemple #6
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def mnl_simulate(data, coeff, numalts, GPU=0, returnprobs=0):

    atype = 'numpy' if not GPU else 'cuda'

    data = np.transpose(data)
    coeff = np.reshape(np.array(coeff),(1,len(coeff)))

    data, coeff = PMAT(data,atype), PMAT(coeff,atype)

    probs = mnl_probs(data,coeff,numalts)
    
    if returnprobs: return np.transpose(probs.get_mat())

    # convert to cpu from here on - gpu doesn't currently support these ops
    if probs.typ == 'cuda': probs = PMAT(probs.get_mat()) 

    probs = probs.cumsum(axis=0)
    r = pmat.random(probs.size()/numalts)
    choices = probs.subtract(r,inplace=True).firstpositive(axis=0)

    return choices.get_mat()
Exemple #7
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def mnl_simulate(data, coeff, numalts, GPU=0, returnprobs=0):

    atype = 'numpy' if not GPU else 'cuda'

    data = np.transpose(data)
    coeff = np.reshape(np.array(coeff), (1, len(coeff)))

    data, coeff = PMAT(data, atype), PMAT(coeff, atype)

    probs = mnl_probs(data, coeff, numalts)

    if returnprobs: return np.transpose(probs.get_mat())

    # convert to cpu from here on - gpu doesn't currently support these ops
    if probs.typ == 'cuda': probs = PMAT(probs.get_mat())

    probs = probs.cumsum(axis=0)
    r = pmat.random(probs.size() / numalts)
    choices = probs.subtract(r, inplace=True).firstpositive(axis=0)

    return choices.get_mat()