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Update docstring expectation
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blegat committed Oct 30, 2020
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6 changes: 3 additions & 3 deletions docs/src/variables.md
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Expand Up @@ -102,9 +102,9 @@ For instance, the following code creates a ``3 \times 4`` matrix of
sum-of-squares polynomial variables:
```jldoctest variables
julia> @variable(model, [1:2], SOSPoly(X))
2-element Array{GramMatrix{VariableRef,MonomialBasis{Monomial{true},MonomialVector{true}},GenericAffExpr{Float64,VariableRef}},1}:
GramMatrix{VariableRef,MonomialBasis{Monomial{true},MonomialVector{true}},GenericAffExpr{Float64,VariableRef}}(VariableRef[noname noname … noname noname; noname noname … noname noname; … ; noname noname … noname noname; noname noname … noname noname], MonomialBasis{Monomial{true},MonomialVector{true}}(DynamicPolynomials.Monomial{true}[x², xy, y², x, y, 1]))
GramMatrix{VariableRef,MonomialBasis{Monomial{true},MonomialVector{true}},GenericAffExpr{Float64,VariableRef}}(VariableRef[noname noname … noname noname; noname noname … noname noname; … ; noname noname … noname noname; noname noname … noname noname], MonomialBasis{Monomial{true},MonomialVector{true}}(DynamicPolynomials.Monomial{true}[x², xy, y², x, y, 1]))
2-element Array{GramMatrix{VariableRef,MonomialBasis{Monomial{true},MonomialVector{true}},GenericAffExpr{Float64,VariableRef},SymMatrix{VariableRef}},1}:
GramMatrix{VariableRef,MonomialBasis{Monomial{true},MonomialVector{true}},GenericAffExpr{Float64,VariableRef},SymMatrix{VariableRef}}(VariableRef[noname noname … noname noname; noname noname … noname noname; … ; noname noname … noname noname; noname noname … noname noname], MonomialBasis{Monomial{true},MonomialVector{true}}(DynamicPolynomials.Monomial{true}[x², xy, y², x, y, 1]))
GramMatrix{VariableRef,MonomialBasis{Monomial{true},MonomialVector{true}},GenericAffExpr{Float64,VariableRef},SymMatrix{VariableRef}}(VariableRef[noname noname … noname noname; noname noname … noname noname; … ; noname noname … noname noname; noname noname … noname noname], MonomialBasis{Monomial{true},MonomialVector{true}}(DynamicPolynomials.Monomial{true}[x², xy, y², x, y, 1]))
```
There is however an *important* difference between the signification of the
vector of monomials `X` between `Poly` and `SOSPoly`. For `SOSPoly`, it
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