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Amelioration Dataugv7
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1 changed files with 36 additions and 15 deletions
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@ -27,6 +27,8 @@ class Data_augV5(nn.Module): #Optimisation jointe (mag, proba)
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Each TF is defined by a (name, probability of application, magnitude of distorsion) tuple which can be learned. For the full definiton of the TF, see transformations.py.
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The TF probabilities defines a distribution from which we sample the TF applied.
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Be warry, that the order of sequential application of TF is not taken into account. See Data_augV7.
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Attributes:
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_data_augmentation (bool): Wether TF will be applied during forward pass.
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_TF_dict (dict) : A dictionnary containing the data transformations (TF) to be applied.
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@ -203,7 +205,7 @@ class Data_augV5(nn.Module): #Optimisation jointe (mag, proba)
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Compute the weights for the loss of each inputs depending on wich TF was applied to them.
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Should be applied to the loss before reduction.
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TODO: Take into account the order of application of the TF.
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Do nottake into account the order of application of the TF. See Data_augV7.
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Returns:
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Tensor : Loss weights.
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@ -318,12 +320,12 @@ class Data_augV7(nn.Module): #Proba sequentielles
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_reg_tgt (Tensor): Target for the magnitude regularisation. Only used when _fixed_mag is set to false (ie. we learn the magnitudes).
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_reg_mask (list): Mask selecting the TF considered for the regularisation.
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"""
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def __init__(self, TF_dict=TF.TF_dict, N_TF=1, mix_dist=0.0, fixed_prob=False, fixed_mag=True, shared_mag=True):
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def __init__(self, TF_dict=TF.TF_dict, N_TF=2, mix_dist=0.0, fixed_prob=False, fixed_mag=True, shared_mag=True):
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"""Init Data_augv7.
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Args:
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TF_dict (dict): A dictionnary containing the data transformations (TF) to be applied. (default: use all available TF from transformations.py)
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N_TF (int): Number of TF to be applied sequentially to each inputs. (default: 1)
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N_TF (int): Number of TF to be applied sequentially to each inputs. Minimum 2, otherwise prefer using Data_augV5. (default: 2)
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mix_dist (float): Proportion [0.0, 1.0] of the real distribution used for sampling/selection of the TF. Distribution = (1-mix_dist)*Uniform_distribution + mix_dist*Real_distribution. If None is given, try to learn this parameter. (default: 0)
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fixed_prob (bool): Wether to lock the TF probabilies. (default: False)
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fixed_mag (bool): Wether to lock the TF magnitudes. (default: True)
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@ -332,6 +334,9 @@ class Data_augV7(nn.Module): #Proba sequentielles
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super(Data_augV7, self).__init__()
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assert len(TF_dict)>0
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assert N_TF>=0
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if N_TF<2:
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print("WARNING: Data_augv7 isn't designed to use less than 2 sequentials TF. Please use Data_augv5 instead.")
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self._data_augmentation = True
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@ -362,9 +367,13 @@ class Data_augV7(nn.Module): #Proba sequentielles
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mix_dist=0.5
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#TF sets
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no_consecutive={idx for idx, t in enumerate(self._TF) if t in {'FlipUD', 'FlipLR'}}
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#import itertools
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#itertools.product(range(self._nb_tf), repeat=self._N_seqTF)
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#no_consecutive={idx for idx, t in enumerate(self._TF) if t in {'FlipUD', 'FlipLR'}} #Specific No consecutive ops
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no_consecutive={idx for idx, t in enumerate(self._TF) if t not in {'Identity'}} #No consecutive same ops (except Identity)
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cons_test = (lambda i, idxs: i in no_consecutive and len(idxs)!=0 and i==idxs[-1]) #Exclude selected consecutive
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def generate_TF_sets(n_TF, set_size, idx_prefix=[]): #Generate every arrangement (with reuse) of TF
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def generate_TF_sets(n_TF, set_size, idx_prefix=[]): #Generate every arrangement (with reuse) of TF (exclude cons_test arrangement)
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TF_sets=[]
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if set_size>1:
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for i in range(n_TF):
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@ -377,6 +386,8 @@ class Data_augV7(nn.Module): #Proba sequentielles
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self._TF_sets=torch.ByteTensor(generate_TF_sets(self._nb_tf, self._N_seqTF)).squeeze()
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self._nb_TF_sets=len(self._TF_sets)
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print("Number of TF sets:",self._nb_TF_sets)
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#print(self._TF_sets)
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self._prob_mem=torch.zeros(self._nb_TF_sets)
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#Params
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init_mag = float(TF.PARAMETER_MAX) if self._fixed_mag else float(TF.PARAMETER_MAX)/2
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@ -497,8 +508,6 @@ class Data_augV7(nn.Module): #Proba sequentielles
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""" Weights for the loss.
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Compute the weights for the loss of each inputs depending on wich TF was applied to them.
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Should be applied to the loss before reduction.
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TODO: Take into account the order of application of the TF.
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Returns:
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Tensor : Loss weights.
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@ -530,15 +539,27 @@ class Data_augV7(nn.Module): #Proba sequentielles
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max_mag_reg = reg_factor * F.mse_loss(mags, target=self._reg_tgt.to(mags.device), reduction='mean')
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return max_mag_reg
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def TF_prob(self): #Eviter recalcul si pas de changement des proba
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#print("WARNING: Calcul de proba inexact")
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res=torch.zeros(self._nb_tf)
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for idx_tf in range(self._nb_tf):
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for i, t_set in enumerate(self._TF_sets):
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if idx_tf in t_set:
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res[idx_tf]+=self._params['prob'][i]
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def TF_prob(self):
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""" Gives an estimation of the individual TF probabilities.
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return res/sum(res) #*(self._nb_tf/self._nb_TF_sets)
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Be warry that the probability returned isn't exact. The TF distribution isn't fully represented by those.
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Each probability should be taken individualy. They only represent the chance for a specific TF to be picked at least once.
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Returms:
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Tensor containing the single TF probabilities of applications.
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"""
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if torch.all(self._params['prob']!=self._prob_mem.to(self._params['prob'].device)): #Prevent recompute if originial prob didn't changed
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self._prob_mem=self._params['prob'].data.detach_()
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self._single_TF_prob=torch.zeros(self._nb_tf)
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for idx_tf in range(self._nb_tf):
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for i, t_set in enumerate(self._TF_sets):
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#uni, count = np.unique(t_set, return_counts=True)
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#if idx_tf in uni:
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# res[idx_tf]+=self._params['prob'][i]*int(count[np.where(uni==idx_tf)])
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if idx_tf in t_set:
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self._single_TF_prob[idx_tf]+=self._params['prob'][i]
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return self._single_TF_prob
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def train(self, mode=True):
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""" Set the module training mode.
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