An implementation of Stochastic Bloc model and Latent Block model efficient with sparse matrices.
Project description
Getting started with SparseBM
SparseBM is a python module for handling sparse graphs with Block Models. The module is an implementation of the variational inference algorithm for the stochastic block model and the latent block model for sparse graphs, which leverages on the sparsity of edges to scale upto a very large number of nodes. The module can use Cupy to take advantage of the hardware speed up provided by graphics processingunits (GPU).
Installing
SparseBMmodule is distributed through the PyPI repository and the documentation is available at sparsebm.readthedocs.io. The module can be installed with the package installer pip:
pip3 install sparsebm
:warning: To leverage GPU accelaration, the Cupy module must be installed with pip or anaconda or directly with the extra argument when installing SparseBM:
pip3 install sparsebm[gpu]
Or directly with
pip3 install sparsebm
pip3 install cupy
For users that do not have GPU, we advise the free serverless Jupyter notebook environment provided by Google Colab where the Cupy module is already installed and ready to use with one GPU.
Example with Stochastic Block Model
- Generate a synthetic graph to analyse with SBM:
from sparsebm import generate_SBM_dataset
dataset = generate_SBM_dataset(symmetric=True)
graph = dataset["data"]
cluster_indicator = dataset["cluster_indicator"]
- Infere with the bernoulli Stochastic Bloc Model:
from sparsebm import SBM
number_of_clusters = cluster_indicator.shape[1]
# A number of classes must be specify. Otherwise see model selection.
model = SBM(number_of_clusters)
model.fit(graph, symmetric=True)
print("Labels:", model.labels)
- Compute performances:
from sparsebm.utils import ARI
ari = ARI(cluster_indicator.argmax(1), model.labels)
print("Adjusted Rand index is {:.2f}".format(ari))
Example with Latent Block Model
- Generate a synthetic graph to analyse with LBM:
from sparsebm import generate_LBM_dataset
dataset = generate_LBM_dataset()
graph = dataset["data"]
row_cluster_indicator = dataset["row_cluster_indicator"]
column_cluster_indicator = dataset["column_cluster_indicator"]
- Use the bernoulli Latent Bloc Model:
from sparsebm import LBM
number_of_row_clusters = row_cluster_indicator.shape[1]
number_of_columns_clusters = column_cluster_indicator.shape[1]
# A number of classes must be specify. Otherwise see model selection.
model = LBM(
number_of_row_clusters,
number_of_columns_clusters,
n_init_total_run=1,
)
model.fit(graph)
print("Row Labels:", model.row_labels)
print("Column Labels:", model.column_labels)
- Compute performances:
from sparsebm.utils import CARI
cari = CARI(
row_cluster_indicator.argmax(1),
column_cluster_indicator.argmax(1),
model.row_labels,
model.column_labels,
)
print("Co-Adjusted Rand index is {:.2f}".format(cari))
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