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r""" Combinatorial Designs and Incidence Structures ==============================================
All designs can be accessed by ``designs.<tab>`` and are listed in the design catalog:
- :ref:`sage.combinat.designs.design_catalog`
**Design-related classes**
- :ref:`sage.combinat.designs.incidence_structures` - :ref:`sage.combinat.designs.covering_design`
**Constructions**
- :ref:`sage.combinat.designs.block_design` - :ref:`sage.combinat.designs.bibd` - :ref:`sage.combinat.designs.resolvable_bibd` - :ref:`sage.combinat.designs.group_divisible_designs` - :ref:`sage.combinat.designs.latin_squares` - :ref:`sage.combinat.designs.orthogonal_arrays` - :ref:`sage.combinat.designs.orthogonal_arrays_build_recursive` - :ref:`sage.combinat.designs.orthogonal_arrays_find_recursive` - :ref:`sage.combinat.designs.difference_family` - :ref:`sage.combinat.designs.difference_matrices` - :ref:`sage.combinat.designs.steiner_quadruple_systems` - :ref:`sage.combinat.designs.twographs` - :ref:`sage.combinat.designs.database`
**Technical things**
- :ref:`sage.combinat.designs.ext_rep` - :ref:`sage.combinat.designs.designs_pyx` - :ref:`sage.combinat.designs.subhypergraph_search` - :ref:`sage.combinat.designs.evenly_distributed_sets` """ |