shannonca 0.0.8

Informative Dimensionality Reduction via Shannon Component Analysis

SCA (Surprisal Component Analysis)

Surprisal Component Analysis (SCA) is a dimensionality reduction technique for single-cell data which leverages mathematical information theory to identify biologically informative axes of variation in single-cell transcriptomic data, enabling recovery of rare and common cell types at superior resolution. It is written in Python. The pre-print can be found here.

For full documentation of shannonca's API, see our Readthedocs page.

Installation

SCA is available via pip: pip install shannonca

Dependencies

SCA requires the following packages:

• scikit-learn
• scipy
• numpy
• matplotlib
• pandas
• seaborn
• scanpy
• fbpca

Usage

Dimensionality Reduction

SCA generates information score matrices, which are used to generate linear combinations of genes (metagenes) that are biologically informative. The package includes workflows both with and without Scanpy under sca.dimred.

Without Scanpy

The reduce function accepts a (num genes) x (num cells) matrix X, and outputs a dimensionality-reduced version with fewer features. The input matrix may be normalized or otherwise processed, but a zero in the input matrix must indicate zero recorded transcripts.

from shannonca.dimred import reduce

X = mmread('mydata.mtx').transpose() # read some dataset

reduction = reduce(X, n_comps=50, n_pcs=50, iters=1, nbhd_size=15, metric='euclidean', model='wilcoxon', chunk_size=1000, n_tests='auto')

reduction is an (num cells) x (n_comps)-dimensional matrix. The function optionally returns SCA's score matrix (if keep_scores=True), metagene loadings (if keep_loadings=True), or intermediate results (if iters>1 and keep_all_iters=True). If at least one of these is returned, the return type is a dictionary with keys for 'reduction', 'scores', and 'loadings'. If keep_all_iters=True, the reductions after each iteration will be keyed by 'reduction_i' for each iteration number i.

Starting neighborhoods are computed by default using Euclidean distance (controlled by metric) in n_comps-dimensional PCA space. See the docstring for more detailed and comprehensive parameter descriptions.

With Scanpy

Scanpy (https://github.com/theislab/scanpy) is a commonly-used single-cell workflow. To compute a reduction in place on a scanpy AnnData object, use reduce_scanpy:

import scanpy as sc
from shannonca.dimred import reduce_scanpy

adata = sc.AnnData(X)
reduce_scanpy(adata, keep_scores=True, keep_loadings=True, keep_all_iters=True, layer=None, key_added='sca', iters=1, n_comps=50)

This function shares all parameters with reduce, but instead of returning the reduction, it updates the input AnnData object. Dimensionality reductions are stored in adata.obsm[key_added], or, if keep_all_iters=True, in adata.obsm['key_added_i'] for each iteration number i. If keep_scores=True in the reducer constructor, the information scores of each gene in each cell are stored in adata.layers[key_added_score]. If layer=None, the algorithm is run on adata.X; otherwise, it is run on adata.layers[layer].

Troubleshooting

If you are having trouble running SCA, try the following:

• Pull from the github repository to ensure that your version of SCA is up to date.
• Ensure that the Python version is at least 3.0, and that the installations of scanpy, numpy, scipy, and sklearn are up to date.
• When running the reduce function, ensure that the input is either a CSR sparse matrix (scipy.sparse.csr_matrix) or a dense numpy array, with one row per cell and one column per gene. Coercion to sparse matrices is easy via scipy.sparse.tocsr()
• When running reduce_scanpy, ensure that the input is a scanpy anndata object.
• Ensure that the data type of the input is either an integer or float.
• Double-check that the code follows the docstring for the relevant function: reduce or reduce_scanpy.