Sciope
Sciope facilitates machine-learning-assisted model exploration and likelihood-free inference for discrete stochastic gene regulatory network models using scalable computational methods.
Key Features:
- Machine Learning-Assisted Methods: Incorporates advanced machine-learning algorithms to support model exploration and manage large-scale parameter sweeps.
- Likelihood-Free Inference: Supports likelihood-free inference methods for discrete stochastic gene regulatory networks, avoiding explicit likelihood calculations.
- Scalability and Parallelism: Implements a scalable architecture that utilizes distributed and heterogeneous computational resources to enable parallel parameter exploration across platforms from workstations to cloud.
- Discrete Stochastic Models: Targets discrete stochastic models of gene regulatory networks for simulation and analysis.
- Parameter Exploration and Optimization: Enables large-scale parameter sweeps and systematic parameter exploration for model discovery and optimization.
- Extensibility for Algorithms: Provides an architecture to implement and test novel machine-learning-assisted algorithms for model exploration.
- Implementation: Packaged as a Python 3 library.
Scientific Applications:
- Gene Regulatory Networks: In silico studies and systematic investigation of stochastic gene regulatory networks.
- Model Exploration and Validation: Extensive parameter exploration to develop and validate theoretical models against experimental data.
Methodology:
Implements machine-learning-assisted model exploration and likelihood-free inference, supports large-scale parameter sweeps, and provides a scalable distributed architecture enabling parallelism and extensibility for new algorithms.
Topics
Details
- Programming Languages:
- Python
- Added:
- 1/18/2021
- Last Updated:
- 11/24/2024
Operations
Publications
Singh P, Wrede F, Hellander A. Scalable machine learning-assisted model exploration and inference using Sciope. Bioinformatics. 2020;37(2):279-281. doi:10.1093/bioinformatics/btaa673. PMID:32706854. PMCID:PMC8055224.