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docs/abstract-path-model.md

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docs/k-flow-decomposition.md

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Suppose that the number of paths of a minimum flow decomposition is $k^*$. If we ask for a decomposition with $k > k^*$ paths, this class will always return a decomposition with $k$ paths, but some paths might have weight 0.
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docs/k-least-absolute-errors.md

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docs/k-min-path-error.md

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[**Accurate Flow Decomposition via Robust Integer Linear Programming**](https://doi.org/10.1109/TCBB.2024.3433523)
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IEEE/ACM Transactions on Computational Biology and Bioinformatics 21(6), 1955-1964, 2024 [(preprint)](https://researchportal.helsinki.fi/files/325850154/TCBB3433523.pdf)
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docs/minimum-flow-decomposition.md

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docs/minimum-path-cover.md

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docs/minimum-set-cover.md

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docs/node-expanded-digraph.md

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