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docs/src/SUMMARY.md

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# User Guide
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- [Getting Started](./getting-started.md)
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- [Solvers](./solvers.md)
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- [File I/O](./io.md)
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- [Architecture](./arch.md)
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# Developer Guide
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docs/src/introduction.md

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## Problem Variants
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Problems are parameterized by graph type `G` and weight type `W`. The base variant uses `SimpleGraph` and `Unweighted` (e.g., `MaximumIndependentSet`). Graph variants specify a different topology (e.g., `MaximumIndependentSet/GridGraph`), and weighted variants use numeric weights (e.g., `MaximumIndependentSet/Weighted`). Variants appear as separate nodes in the reduction graph when they have distinct reductions.
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The library supports four graph topologies:
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- **SimpleGraph** — standard adjacency-based graph ([petgraph](https://docs.rs/petgraph))
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- **GridGraph** — vertices on a regular grid with nearest-neighbor edges
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- **UnitDiskGraph** — geometric graph where edges connect vertices within a distance threshold (for quantum hardware mapping)
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- **HyperGraph** — generalized edges connecting any number of vertices
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## Our vision
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Historically, computational complexity theorists have focused on the theory, leaving the tedious implementation work to developers. This `algorithm → paper` pipeline causes much duplicated effort in algorithm implementation. Without the right infrastructure, fundamental questions remain difficult to answer:

docs/src/io.md

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docs/src/solvers.md

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