Data¶
Simulated Data¶
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cca_zoo.data.simulated.generate_covariance_data(n, view_features, latent_dims=1, view_sparsity=None, correlation=1, structure=None, sigma=None, decay=0.5, positive=None, random_state=None)[source]¶ Function to generate CCA dataset with defined population correlations
Parameters: - n (
int) – number of samples - view_sparsity (
Optional[List[Union[int,float]]]) – level of sparsity in features in each view either as number of active variables or percentage active - view_features (
List[int]) – number of features in each view - latent_dims (
int) – number of latent dimensions - correlation (
Union[List[float],float]) – correlation either as list with element for each latent dimension or as float which is scaled by ‘decay’ - structure (
Union[str,List[str],None]) – within view covariance structure (‘identity’,’gaussian’,’toeplitz’,’random’) - sigma (
Union[List[float],float,None]) – gaussian sigma - decay (
float) – ratio of second signal to first signal
Returns: tuple of numpy arrays: view_1, view_2, true weights from view 1, true weights from view 2, overall covariance structure
Example: >>> from cca_zoo.data import generate_covariance_data >>> [train_view_1,train_view_2],[true_weights_1,true_weights_2]=generate_covariance_data(200,[10,10],latent_dims=1,correlation=1)
- n (
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cca_zoo.data.simulated.generate_simple_data(n, view_features, view_sparsity=None, eps=0, transform=False, random_state=None)[source]¶ Simple latent variable model to generate data with one latent factor
Parameters: - n (
int) – number of samples - view_features (
List[int]) – number of features view 1 - view_sparsity (
Optional[List[Union[int,float]]]) – number of features view 2 - eps (
float) – gaussian noise std
Returns: view1 matrix, view2 matrix, true weights view 1, true weights view 2
Example: >>> from cca_zoo.data import generate_simple_data >>> [train_view_1,train_view_2],[true_weights_1,true_weights_2]=generate_covariance_data(200,[10,10])
- n (
Toy Data¶
Helped by https://github.com/bcdutton/AdversarialCanonicalCorrelationAnalysis (hopefully I will have my own implementation of their work soon) Check out their paper at https://arxiv.org/abs/2005.10349
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class
cca_zoo.data.toy.Split_MNIST_Dataset(mnist_type='MNIST', train=True, flatten=True)[source]¶ Bases:
torch.utils.data.dataset.DatasetClass to generate paired noisy mnist data
Parameters: - mnist_type (
str) – “MNIST”, “FashionMNIST” or “KMNIST” - train (
bool) – whether this is train or test - flatten (
bool) – whether to flatten the data into array or use 2d images
- mnist_type (
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class
cca_zoo.data.toy.Noisy_MNIST_Dataset(mnist_type='MNIST', train=True, flatten=True)[source]¶ Bases:
torch.utils.data.dataset.DatasetClass to generate paired noisy mnist data
Parameters: - mnist_type (
str) – “MNIST”, “FashionMNIST” or “KMNIST” - train (
bool) – whether this is train or test - flatten (
bool) – whether to flatten the data into array or use 2d images
- mnist_type (
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class
cca_zoo.data.toy.Tangled_MNIST_Dataset(mnist_type='MNIST', train=True, flatten=True)[source]¶ Bases:
torch.utils.data.dataset.DatasetClass to generate paired tangled MNIST dataset
Parameters: - mnist_type – “MNIST”, “FashionMNIST” or “KMNIST”
- train – whether this is train or test
- flatten – whether to flatten the data into array or use 2d images