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# # Coloring problem
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# !!! note
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- # This tutorial only covers the coloring problem specific features,
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- # It is recommended to read the [Independent set problem](@ref) tutorial too to know more about
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+ # It is recommended to read the [Independent set problem](@ref) tutorial first to know more about
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# * how to optimize the tensor network contraction order,
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- # * what are the other graph properties computable,
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- # * how to select correct method to compute graph properties,
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+ # * what graph properties are available and how to select correct method to compute graph properties,
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# * how to compute weighted graphs and handle open vertices.
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# ## Problem definition
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# # Vertex matching problem
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# !!! note
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- # This tutorial only covers the vertex matching problem specific features,
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- # It is recommended to read the [Independent set problem](@ref) tutorial too to know more about
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+ # It is recommended to read the [Independent set problem](@ref) tutorial first to know more about
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# * how to optimize the tensor network contraction order,
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- # * what are the other graph properties computable,
8
- # * how to select correct method to compute graph properties,
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+ # * what graph properties are available and how to select correct method to compute graph properties,
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# * how to compute weighted graphs and handle open vertices.
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# ## Problem definition
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# # Cutting problem (Spin-glass problem)
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# !!! note
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- # This tutorial only covers the cutting problem specific features,
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- # It is recommended to read the [Independent set problem](@ref) tutorial too to know more about
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+ # It is recommended to read the [Independent set problem](@ref) tutorial first to know more about
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# * how to optimize the tensor network contraction order,
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- # * what are the other graph properties computable,
8
- # * how to select correct method to compute graph properties,
6
+ # * what graph properties are available and how to select correct method to compute graph properties,
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# * how to compute weighted graphs and handle open vertices.
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11
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# ## Problem definition
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# # Maximal independent set problem
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# !!! note
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- # This tutorial only covers the maximal independent set problem specific features,
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- # It is recommended to read the [Independent set problem](@ref) tutorial too to know more about
4
+ # It is recommended to read the [Independent set problem](@ref) tutorial first to know more about
6
5
# * how to optimize the tensor network contraction order,
7
- # * what are the other graph properties computable,
8
- # * how to select correct method to compute graph properties,
6
+ # * what graph properties are available and how to select correct method to compute graph properties,
9
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# * how to compute weighted graphs and handle open vertices.
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11
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# ## Problem definition
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# # Binary paint shop problem
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# !!! note
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- # This tutorial only covers the binary paint shop problem specific features,
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- # It is recommended to read the [Independent set problem](@ref) tutorial too to know more about
4
+ # It is recommended to read the [Independent set problem](@ref) tutorial first to know more about
6
5
# * how to optimize the tensor network contraction order,
7
- # * what are the other graph properties computable,
8
- # * how to select correct method to compute graph properties,
6
+ # * what graph properties are available and how to select correct method to compute graph properties,
9
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# * how to compute weighted graphs and handle open vertices.
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# ## Problme Definition
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# # Satisfiability problem
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# !!! note
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- # This tutorial only covers the maximal independent set problem specific features,
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- # It is recommended to read the [Independent set problem](@ref) tutorial too to know more about
4
+ # It is recommended to read the [Independent set problem](@ref) tutorial first to know more about
6
5
# * how to optimize the tensor network contraction order,
7
- # * what are the other graph properties computable,
8
- # * how to select correct method to compute graph properties,
6
+ # * what graph properties are available and how to select correct method to compute graph properties,
9
7
# * how to compute weighted graphs and handle open vertices.
10
8
11
9
# ## Problem definition
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