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18 | 18 | @testset "independence_polynomial" begin |
19 | 19 | Random.seed!(2) |
20 | 20 | g = random_regular_graph(10, 3) |
21 | | - p1 = graph_polynomial(Independence(g), Val(:fitting)) |
| 21 | + p1 = graph_polynomial(Independence(g), Val(:fitting))[] |
22 | 22 | p2 = graph_polynomial(Independence(g), Val(:polynomial))[] |
23 | | - p3 = graph_polynomial(Independence(g), Val(:fft)) |
24 | | - p4 = graph_polynomial(Independence(g), Val(:finitefield)) |
| 23 | + p3 = graph_polynomial(Independence(g), Val(:fft))[] |
| 24 | + p4 = graph_polynomial(Independence(g), Val(:finitefield))[] |
25 | 25 | @test p1 ≈ p2 |
26 | 26 | @test p1 ≈ p3 |
27 | 27 | @test p1 ≈ p4 |
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45 | 45 |
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46 | 46 | @testset "counting maximal IS" begin |
47 | 47 | g = random_regular_graph(20, 3) |
48 | | - cs = graph_polynomial(MaximalIndependence, Val(:fft), g; r=1.0, optmethod=:greedy) |
| 48 | + cs = graph_polynomial(MaximalIndependence, Val(:fft), g; r=1.0, optmethod=:greedy)[] |
49 | 49 | cs2 = graph_polynomial(MaximalIndependence, Val(:polynomial), g; optmethod=:greedy)[] |
50 | | - cs3 = graph_polynomial(MaximalIndependence, Val(:finitefield), g; optmethod=:greedy) |
| 50 | + cs3 = graph_polynomial(MaximalIndependence, Val(:finitefield), g; optmethod=:greedy)[] |
51 | 51 | cg = complement(g) |
52 | 52 | cliques = maximal_cliques(cg) |
53 | 53 | for i=1:20 |
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