@@ -555,22 +555,22 @@ def milnor_fiber_poset(self):
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sage: sum(x**P.rank(elt) for elt in P)
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18*x^2 + 15*x + 1
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- sage: W = ReflectionGroup(4) # optional - gap3
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- sage: P = W.milnor_fiber_poset() # optional - gap3
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- sage: P # optional - gap3
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+ sage: # optional - gap3
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+ sage: W = ReflectionGroup(4)
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+ sage: P = W.milnor_fiber_poset(); P
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Finite meet-semilattice containing 41 elements
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- sage: sum(x**P.rank(elt) for elt in P) # optional - gap3
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+ sage: sum(x**P.rank(elt) for elt in P)
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24*x^2 + 16*x + 1
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- sage: W = ReflectionGroup([4,2,2]) # optional - gap3
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- sage: W.is_well_generated() # optional - gap3
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+ sage: # optional - gap3
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+ sage: W = ReflectionGroup([4,2,2])
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+ sage: W.is_well_generated()
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False
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- sage: P = W.milnor_fiber_poset() # optional - gap3
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- sage: P # optional - gap3
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+ sage: P = W.milnor_fiber_poset(); P
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Finite poset containing 47 elements
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- sage: sum(x**P.rank(elt) for elt in P) # optional - gap3
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+ sage: sum(x**P.rank(elt) for elt in P)
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16*x^3 + 24*x^2 + 6*x + 1
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- sage: P.is_meet_semilattice() # optional - gap3
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+ sage: P.is_meet_semilattice()
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False
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"""
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I = self .index_set ()
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