Your data matches 2 different statistics following compositions of up to 3 maps.
(click to perform a complete search on your data)
Matching statistic: St001143
Mapping
St001143: Finite Cartan types ⟶ ℤResult quality: 100% ●values known / values provided: 100%●distinct values known / distinct values provided: 100%
Values
['A',1]
 => 1
['A',2]
 => 8
['B',2]
 => 12
['G',2]
 => 20
['A',3]
 => 60
['B',3]
 => 152
['C',3]
 => 152
['A',4]
 => 482
['B',4]
 => 2148
['C',4]
 => 2148
['D',4]
 => 892
['F',4]
 => 8920
['A',5]
 => 4268
['B',5]
 => 35070
['C',5]
 => 35070
['D',5]
 => 14874
['A',6]
 => 41934
['B',6]
 => 679152
['C',6]
 => 679152
['D',6]
 => 287438
['E',6]
 => 846476
Description
The number of pairs in the Weyl group of given type with mu-coefficient of the Kazhdan Lusztig polynomial being non-zero. The $\mu$-coefficient of the Kazhdan-Lusztig polynomial $P_{u,w}(q)$ is the coefficient of $q^{\frac{l(w)-l(u)-1}{2}}$ in $P_{u,w}(q)$.
Matching statistic: St000096
Mapping
Mp00148: Finite Cartan types —to root poset⟶ Posets
Mp00074: Posets —to graph⟶ Graphs
Mp00203: Graphs —cone⟶ Graphs
St000096: Graphs ⟶ ℤResult quality: 14% ●values known / values provided: 14%●distinct values known / distinct values provided: 18%
Values
['A',1]
 => ([],1)
 => ([],1)
 => ([(0,1)],2)
 => 1
['A',2]
 => ([(0,2),(1,2)],3)
 => ([(0,2),(1,2)],3)
 => ([(0,2),(0,3),(1,2),(1,3),(2,3)],4)
 => 8
['B',2]
 => ([(0,3),(1,3),(3,2)],4)
 => ([(0,3),(1,3),(2,3)],4)
 => ([(0,3),(0,4),(1,3),(1,4),(2,3),(2,4),(3,4)],5)
 => 20
['G',2]
 => ([(0,5),(1,5),(3,2),(4,3),(5,4)],6)
 => ([(0,5),(1,5),(2,3),(3,4),(4,5)],6)
 => ([(0,5),(0,6),(1,5),(1,6),(2,3),(2,6),(3,4),(3,6),(4,5),(4,6),(5,6)],7)
 => ? = 12
['A',3]
 => ([(0,4),(1,3),(2,3),(2,4),(3,5),(4,5)],6)
 => ([(0,5),(1,4),(2,4),(2,5),(3,4),(3,5)],6)
 => ([(0,5),(0,6),(1,4),(1,6),(2,4),(2,5),(2,6),(3,4),(3,5),(3,6),(4,6),(5,6)],7)
 => ? ∊ {60,152,152}
['B',3]
 => ([(0,7),(1,8),(2,7),(2,8),(4,5),(5,3),(6,5),(7,6),(8,4),(8,6)],9)
 => ([(0,8),(1,7),(2,6),(3,6),(3,8),(4,7),(4,8),(5,6),(5,7),(5,8)],9)
 => ([(0,8),(0,9),(1,7),(1,9),(2,6),(2,9),(3,6),(3,8),(3,9),(4,7),(4,8),(4,9),(5,6),(5,7),(5,8),(5,9),(6,9),(7,9),(8,9)],10)
 => ? ∊ {60,152,152}
['C',3]
 => ([(0,7),(1,8),(2,7),(2,8),(4,5),(5,3),(6,5),(7,6),(8,4),(8,6)],9)
 => ([(0,8),(1,7),(2,6),(3,6),(3,8),(4,7),(4,8),(5,6),(5,7),(5,8)],9)
 => ([(0,8),(0,9),(1,7),(1,9),(2,6),(2,9),(3,6),(3,8),(3,9),(4,7),(4,8),(4,9),(5,6),(5,7),(5,8),(5,9),(6,9),(7,9),(8,9)],10)
 => ? ∊ {60,152,152}
['A',4]
 => ([(0,8),(1,7),(2,7),(2,9),(3,8),(3,9),(5,4),(6,4),(7,5),(8,6),(9,5),(9,6)],10)
 => ([(0,8),(1,7),(2,5),(2,6),(3,7),(3,9),(4,8),(4,9),(5,7),(5,9),(6,8),(6,9)],10)
 => ([(0,8),(0,10),(1,7),(1,10),(2,5),(2,6),(2,10),(3,7),(3,9),(3,10),(4,8),(4,9),(4,10),(5,7),(5,9),(5,10),(6,8),(6,9),(6,10),(7,10),(8,10),(9,10)],11)
 => ? ∊ {482,892,2148,2148,8920}
['B',4]
 => ([(0,13),(1,12),(2,13),(2,15),(3,12),(3,15),(5,11),(6,7),(7,4),(8,9),(9,10),(10,7),(11,6),(11,10),(12,8),(13,5),(13,14),(14,9),(14,11),(15,8),(15,14)],16)
 => ([(0,15),(1,11),(2,10),(3,13),(3,15),(4,14),(4,15),(5,10),(5,13),(6,11),(6,14),(7,8),(7,9),(7,12),(8,10),(8,13),(9,11),(9,14),(12,13),(12,14),(12,15)],16)
 => ([(0,15),(0,16),(1,11),(1,16),(2,10),(2,16),(3,13),(3,15),(3,16),(4,14),(4,15),(4,16),(5,10),(5,13),(5,16),(6,11),(6,14),(6,16),(7,8),(7,9),(7,12),(7,16),(8,10),(8,13),(8,16),(9,11),(9,14),(9,16),(10,16),(11,16),(12,13),(12,14),(12,15),(12,16),(13,16),(14,16),(15,16)],17)
 => ? ∊ {482,892,2148,2148,8920}
['C',4]
 => ([(0,13),(1,12),(2,13),(2,15),(3,12),(3,15),(5,11),(6,7),(7,4),(8,9),(9,10),(10,7),(11,6),(11,10),(12,8),(13,5),(13,14),(14,9),(14,11),(15,8),(15,14)],16)
 => ([(0,15),(1,11),(2,10),(3,13),(3,15),(4,14),(4,15),(5,10),(5,13),(6,11),(6,14),(7,8),(7,9),(7,12),(8,10),(8,13),(9,11),(9,14),(12,13),(12,14),(12,15)],16)
 => ([(0,15),(0,16),(1,11),(1,16),(2,10),(2,16),(3,13),(3,15),(3,16),(4,14),(4,15),(4,16),(5,10),(5,13),(5,16),(6,11),(6,14),(6,16),(7,8),(7,9),(7,12),(7,16),(8,10),(8,13),(8,16),(9,11),(9,14),(9,16),(10,16),(11,16),(12,13),(12,14),(12,15),(12,16),(13,16),(14,16),(15,16)],17)
 => ? ∊ {482,892,2148,2148,8920}
['D',4]
 => ([(0,10),(1,9),(2,8),(3,8),(3,9),(3,10),(5,11),(6,11),(7,11),(8,5),(8,6),(9,5),(9,7),(10,6),(10,7),(11,4)],12)
 => ([(0,11),(1,10),(2,9),(3,8),(4,8),(4,9),(4,10),(5,8),(5,9),(5,11),(6,8),(6,10),(6,11),(7,9),(7,10),(7,11)],12)
 => ([(0,11),(0,12),(1,10),(1,12),(2,9),(2,12),(3,8),(3,12),(4,8),(4,9),(4,10),(4,12),(5,8),(5,9),(5,11),(5,12),(6,8),(6,10),(6,11),(6,12),(7,9),(7,10),(7,11),(7,12),(8,12),(9,12),(10,12),(11,12)],13)
 => ? ∊ {482,892,2148,2148,8920}
['F',4]
 => ([(0,18),(1,19),(2,18),(2,22),(3,19),(3,22),(4,6),(6,5),(7,11),(8,16),(9,17),(10,13),(10,14),(11,4),(12,23),(13,8),(13,23),(14,9),(14,23),(15,11),(16,15),(17,7),(17,15),(18,20),(19,21),(20,12),(20,13),(21,12),(21,14),(22,10),(22,20),(22,21),(23,16),(23,17)],24)
 => ([(0,15),(1,16),(2,9),(3,15),(3,22),(4,16),(4,22),(5,17),(5,19),(6,12),(6,17),(7,9),(7,12),(8,13),(8,18),(10,18),(10,19),(10,22),(11,20),(11,21),(11,23),(12,14),(13,14),(13,23),(14,17),(15,20),(16,21),(17,23),(18,20),(18,23),(19,21),(19,23),(20,22),(21,22)],24)
 => ([(0,15),(0,24),(1,16),(1,24),(2,9),(2,24),(3,15),(3,22),(3,24),(4,16),(4,22),(4,24),(5,17),(5,19),(5,24),(6,12),(6,17),(6,24),(7,9),(7,12),(7,24),(8,13),(8,18),(8,24),(9,24),(10,18),(10,19),(10,22),(10,24),(11,20),(11,21),(11,23),(11,24),(12,14),(12,24),(13,14),(13,23),(13,24),(14,17),(14,24),(15,20),(15,24),(16,21),(16,24),(17,23),(17,24),(18,20),(18,23),(18,24),(19,21),(19,23),(19,24),(20,22),(20,24),(21,22),(21,24),(22,24),(23,24)],25)
 => ? ∊ {482,892,2148,2148,8920}
['A',5]
 => ([(0,11),(1,10),(2,10),(2,13),(3,11),(3,14),(4,13),(4,14),(6,8),(7,9),(8,5),(9,5),(10,6),(11,7),(12,8),(12,9),(13,6),(13,12),(14,7),(14,12)],15)
 => ([(0,11),(1,10),(2,8),(2,9),(3,10),(3,13),(4,11),(4,14),(5,13),(5,14),(6,8),(6,10),(6,13),(7,9),(7,11),(7,14),(8,12),(9,12),(12,13),(12,14)],15)
 => ([(0,11),(0,15),(1,10),(1,15),(2,8),(2,9),(2,15),(3,10),(3,13),(3,15),(4,11),(4,14),(4,15),(5,13),(5,14),(5,15),(6,8),(6,10),(6,13),(6,15),(7,9),(7,11),(7,14),(7,15),(8,12),(8,15),(9,12),(9,15),(10,15),(11,15),(12,13),(12,14),(12,15),(13,15),(14,15)],16)
 => ? ∊ {4268,14874,35070,35070}
['B',5]
 => ([(0,18),(1,17),(2,18),(2,24),(3,23),(3,24),(4,17),(4,23),(6,15),(7,16),(8,9),(9,5),(10,12),(11,13),(12,11),(13,14),(14,9),(15,7),(15,21),(16,8),(16,14),(17,10),(18,6),(18,19),(19,15),(19,22),(20,12),(20,22),(21,13),(21,16),(22,11),(22,21),(23,10),(23,20),(24,19),(24,20)],25)
 => ([(0,24),(1,15),(2,14),(3,20),(3,22),(4,21),(4,23),(5,20),(5,24),(6,21),(6,24),(7,14),(7,22),(8,15),(8,23),(9,12),(9,14),(9,22),(10,13),(10,15),(10,23),(11,12),(11,13),(11,17),(12,18),(13,19),(16,17),(16,20),(16,21),(16,24),(17,18),(17,19),(18,20),(18,22),(19,21),(19,23)],25)
 => ([(0,24),(0,25),(1,15),(1,25),(2,14),(2,25),(3,20),(3,22),(3,25),(4,21),(4,23),(4,25),(5,20),(5,24),(5,25),(6,21),(6,24),(6,25),(7,14),(7,22),(7,25),(8,15),(8,23),(8,25),(9,12),(9,14),(9,22),(9,25),(10,13),(10,15),(10,23),(10,25),(11,12),(11,13),(11,17),(11,25),(12,18),(12,25),(13,19),(13,25),(14,25),(15,25),(16,17),(16,20),(16,21),(16,24),(16,25),(17,18),(17,19),(17,25),(18,20),(18,22),(18,25),(19,21),(19,23),(19,25),(20,25),(21,25),(22,25),(23,25),(24,25)],26)
 => ? ∊ {4268,14874,35070,35070}
['C',5]
 => ([(0,18),(1,17),(2,18),(2,24),(3,23),(3,24),(4,17),(4,23),(6,15),(7,16),(8,9),(9,5),(10,12),(11,13),(12,11),(13,14),(14,9),(15,7),(15,21),(16,8),(16,14),(17,10),(18,6),(18,19),(19,15),(19,22),(20,12),(20,22),(21,13),(21,16),(22,11),(22,21),(23,10),(23,20),(24,19),(24,20)],25)
 => ([(0,24),(1,15),(2,14),(3,20),(3,22),(4,21),(4,23),(5,20),(5,24),(6,21),(6,24),(7,14),(7,22),(8,15),(8,23),(9,12),(9,14),(9,22),(10,13),(10,15),(10,23),(11,12),(11,13),(11,17),(12,18),(13,19),(16,17),(16,20),(16,21),(16,24),(17,18),(17,19),(18,20),(18,22),(19,21),(19,23)],25)
 => ([(0,24),(0,25),(1,15),(1,25),(2,14),(2,25),(3,20),(3,22),(3,25),(4,21),(4,23),(4,25),(5,20),(5,24),(5,25),(6,21),(6,24),(6,25),(7,14),(7,22),(7,25),(8,15),(8,23),(8,25),(9,12),(9,14),(9,22),(9,25),(10,13),(10,15),(10,23),(10,25),(11,12),(11,13),(11,17),(11,25),(12,18),(12,25),(13,19),(13,25),(14,25),(15,25),(16,17),(16,20),(16,21),(16,24),(16,25),(17,18),(17,19),(17,25),(18,20),(18,22),(18,25),(19,21),(19,23),(19,25),(20,25),(21,25),(22,25),(23,25),(24,25)],26)
 => ? ∊ {4268,14874,35070,35070}
['D',5]
 => ([(0,13),(1,16),(2,15),(3,13),(3,17),(4,15),(4,16),(4,17),(6,10),(7,19),(8,19),(9,18),(10,5),(11,7),(11,18),(12,8),(12,18),(13,14),(14,7),(14,8),(15,9),(15,11),(16,9),(16,12),(17,11),(17,12),(17,14),(18,6),(18,19),(19,10)],20)
 => ([(0,17),(1,16),(2,11),(3,10),(4,10),(4,18),(5,11),(5,19),(6,16),(6,17),(6,18),(7,16),(7,17),(7,19),(8,12),(8,13),(8,14),(9,12),(9,13),(9,15),(10,12),(11,13),(12,18),(13,19),(14,16),(14,18),(14,19),(15,17),(15,18),(15,19)],20)
 => ([(0,17),(0,20),(1,16),(1,20),(2,11),(2,20),(3,10),(3,20),(4,10),(4,18),(4,20),(5,11),(5,19),(5,20),(6,16),(6,17),(6,18),(6,20),(7,16),(7,17),(7,19),(7,20),(8,12),(8,13),(8,14),(8,20),(9,12),(9,13),(9,15),(9,20),(10,12),(10,20),(11,13),(11,20),(12,18),(12,20),(13,19),(13,20),(14,16),(14,18),(14,19),(14,20),(15,17),(15,18),(15,19),(15,20),(16,20),(17,20),(18,20),(19,20)],21)
 => ? ∊ {4268,14874,35070,35070}
['A',6]
 => ([(0,14),(1,13),(2,18),(2,20),(3,19),(3,20),(4,13),(4,18),(5,14),(5,19),(7,9),(8,10),(9,11),(10,12),(11,6),(12,6),(13,7),(14,8),(15,9),(15,17),(16,10),(16,17),(17,11),(17,12),(18,7),(18,15),(19,8),(19,16),(20,15),(20,16)],21)
 => ([(0,14),(1,13),(2,18),(2,20),(3,19),(3,20),(4,11),(4,12),(5,13),(5,18),(6,14),(6,19),(7,9),(7,13),(7,18),(8,10),(8,14),(8,19),(9,11),(9,15),(10,12),(10,16),(11,17),(12,17),(15,17),(15,18),(15,20),(16,17),(16,19),(16,20)],21)
 => ([(0,14),(0,21),(1,13),(1,21),(2,18),(2,20),(2,21),(3,19),(3,20),(3,21),(4,11),(4,12),(4,21),(5,13),(5,18),(5,21),(6,14),(6,19),(6,21),(7,9),(7,13),(7,18),(7,21),(8,10),(8,14),(8,19),(8,21),(9,11),(9,15),(9,21),(10,12),(10,16),(10,21),(11,17),(11,21),(12,17),(12,21),(13,21),(14,21),(15,17),(15,18),(15,20),(15,21),(16,17),(16,19),(16,20),(16,21),(17,21),(18,21),(19,21),(20,21)],22)
 => ? ∊ {41934,287438,679152,679152,846476}
['B',6]
 => ([(0,23),(1,22),(2,23),(2,34),(3,33),(3,34),(4,33),(4,35),(5,22),(5,35),(7,20),(8,19),(9,21),(10,11),(11,6),(12,16),(13,15),(14,13),(15,17),(16,14),(17,18),(18,11),(19,9),(19,27),(20,8),(20,28),(21,10),(21,18),(22,12),(23,7),(23,24),(24,20),(24,32),(25,16),(25,31),(26,31),(26,32),(27,17),(27,21),(28,19),(28,29),(29,15),(29,27),(30,13),(30,29),(31,14),(31,30),(32,28),(32,30),(33,25),(33,26),(34,24),(34,26),(35,12),(35,25)],36)
 => ([(0,35),(1,19),(2,18),(3,29),(3,31),(4,30),(4,32),(5,29),(5,33),(6,30),(6,34),(7,31),(7,35),(8,32),(8,35),(9,18),(9,33),(10,19),(10,34),(11,16),(11,18),(11,33),(12,17),(12,19),(12,34),(13,14),(13,15),(13,24),(14,16),(14,25),(15,17),(15,26),(16,27),(17,28),(20,21),(20,22),(20,23),(20,24),(21,25),(21,29),(21,31),(22,26),(22,30),(22,32),(23,31),(23,32),(23,35),(24,25),(24,26),(25,27),(26,28),(27,29),(27,33),(28,30),(28,34)],36)
 => ([(0,35),(0,36),(1,19),(1,36),(2,18),(2,36),(3,29),(3,31),(3,36),(4,30),(4,32),(4,36),(5,29),(5,33),(5,36),(6,30),(6,34),(6,36),(7,31),(7,35),(7,36),(8,32),(8,35),(8,36),(9,18),(9,33),(9,36),(10,19),(10,34),(10,36),(11,16),(11,18),(11,33),(11,36),(12,17),(12,19),(12,34),(12,36),(13,14),(13,15),(13,24),(13,36),(14,16),(14,25),(14,36),(15,17),(15,26),(15,36),(16,27),(16,36),(17,28),(17,36),(18,36),(19,36),(20,21),(20,22),(20,23),(20,24),(20,36),(21,25),(21,29),(21,31),(21,36),(22,26),(22,30),(22,32),(22,36),(23,31),(23,32),(23,35),(23,36),(24,25),(24,26),(24,36),(25,27),(25,36),(26,28),(26,36),(27,29),(27,33),(27,36),(28,30),(28,34),(28,36),(29,36),(30,36),(31,36),(32,36),(33,36),(34,36),(35,36)],37)
 => ? ∊ {41934,287438,679152,679152,846476}
['C',6]
 => ([(0,23),(1,22),(2,23),(2,34),(3,33),(3,34),(4,33),(4,35),(5,22),(5,35),(7,20),(8,19),(9,21),(10,11),(11,6),(12,16),(13,15),(14,13),(15,17),(16,14),(17,18),(18,11),(19,9),(19,27),(20,8),(20,28),(21,10),(21,18),(22,12),(23,7),(23,24),(24,20),(24,32),(25,16),(25,31),(26,31),(26,32),(27,17),(27,21),(28,19),(28,29),(29,15),(29,27),(30,13),(30,29),(31,14),(31,30),(32,28),(32,30),(33,25),(33,26),(34,24),(34,26),(35,12),(35,25)],36)
 => ([(0,35),(1,19),(2,18),(3,29),(3,31),(4,30),(4,32),(5,29),(5,33),(6,30),(6,34),(7,31),(7,35),(8,32),(8,35),(9,18),(9,33),(10,19),(10,34),(11,16),(11,18),(11,33),(12,17),(12,19),(12,34),(13,14),(13,15),(13,24),(14,16),(14,25),(15,17),(15,26),(16,27),(17,28),(20,21),(20,22),(20,23),(20,24),(21,25),(21,29),(21,31),(22,26),(22,30),(22,32),(23,31),(23,32),(23,35),(24,25),(24,26),(25,27),(26,28),(27,29),(27,33),(28,30),(28,34)],36)
 => ([(0,35),(0,36),(1,19),(1,36),(2,18),(2,36),(3,29),(3,31),(3,36),(4,30),(4,32),(4,36),(5,29),(5,33),(5,36),(6,30),(6,34),(6,36),(7,31),(7,35),(7,36),(8,32),(8,35),(8,36),(9,18),(9,33),(9,36),(10,19),(10,34),(10,36),(11,16),(11,18),(11,33),(11,36),(12,17),(12,19),(12,34),(12,36),(13,14),(13,15),(13,24),(13,36),(14,16),(14,25),(14,36),(15,17),(15,26),(15,36),(16,27),(16,36),(17,28),(17,36),(18,36),(19,36),(20,21),(20,22),(20,23),(20,24),(20,36),(21,25),(21,29),(21,31),(21,36),(22,26),(22,30),(22,32),(22,36),(23,31),(23,32),(23,35),(23,36),(24,25),(24,26),(24,36),(25,27),(25,36),(26,28),(26,36),(27,29),(27,33),(27,36),(28,30),(28,34),(28,36),(29,36),(30,36),(31,36),(32,36),(33,36),(34,36),(35,36)],37)
 => ? ∊ {41934,287438,679152,679152,846476}
['D',6]
 => ([(0,24),(1,23),(2,20),(3,22),(3,26),(4,20),(4,22),(5,23),(5,24),(5,26),(7,12),(8,19),(9,27),(10,29),(11,29),(12,6),(13,16),(13,27),(14,17),(14,27),(15,21),(16,10),(16,28),(17,11),(17,28),(18,12),(19,7),(19,18),(20,15),(21,10),(21,11),(22,15),(22,25),(23,9),(23,13),(24,9),(24,14),(25,16),(25,17),(25,21),(26,13),(26,14),(26,25),(27,8),(27,28),(28,19),(28,29),(29,18)],30)
 => ([(0,25),(1,24),(2,15),(3,14),(4,22),(4,28),(5,23),(5,29),(6,14),(6,22),(7,15),(7,23),(8,18),(8,20),(8,21),(9,19),(9,20),(9,21),(10,24),(10,25),(10,28),(11,24),(11,25),(11,29),(12,14),(12,20),(12,22),(13,15),(13,21),(13,23),(16,18),(16,24),(16,28),(16,29),(17,19),(17,25),(17,28),(17,29),(18,26),(18,27),(19,26),(19,27),(20,26),(21,27),(22,26),(23,27),(26,28),(27,29)],30)
 => ([(0,25),(0,30),(1,24),(1,30),(2,15),(2,30),(3,14),(3,30),(4,22),(4,28),(4,30),(5,23),(5,29),(5,30),(6,14),(6,22),(6,30),(7,15),(7,23),(7,30),(8,18),(8,20),(8,21),(8,30),(9,19),(9,20),(9,21),(9,30),(10,24),(10,25),(10,28),(10,30),(11,24),(11,25),(11,29),(11,30),(12,14),(12,20),(12,22),(12,30),(13,15),(13,21),(13,23),(13,30),(14,30),(15,30),(16,18),(16,24),(16,28),(16,29),(16,30),(17,19),(17,25),(17,28),(17,29),(17,30),(18,26),(18,27),(18,30),(19,26),(19,27),(19,30),(20,26),(20,30),(21,27),(21,30),(22,26),(22,30),(23,27),(23,30),(24,30),(25,30),(26,28),(26,30),(27,29),(27,30),(28,30),(29,30)],31)
 => ? ∊ {41934,287438,679152,679152,846476}
['E',6]
 => ([(0,28),(1,24),(2,23),(3,23),(3,29),(4,24),(4,30),(5,28),(5,29),(5,30),(6,7),(8,19),(9,20),(10,14),(10,15),(11,34),(12,32),(13,33),(14,8),(14,35),(15,9),(15,35),(16,6),(17,12),(17,31),(18,13),(18,31),(19,16),(20,16),(21,11),(21,32),(22,11),(22,33),(23,26),(24,27),(25,21),(25,22),(25,31),(26,12),(26,21),(27,13),(27,22),(28,17),(28,18),(29,17),(29,25),(29,26),(30,18),(30,25),(30,27),(31,10),(31,32),(31,33),(32,14),(32,34),(33,15),(33,34),(34,35),(35,19),(35,20)],36)
 => ([(0,28),(1,18),(2,17),(3,8),(4,15),(4,26),(5,16),(5,27),(6,17),(6,33),(7,18),(7,34),(8,10),(9,28),(9,33),(9,34),(10,15),(10,16),(11,26),(11,27),(11,35),(12,19),(12,22),(12,30),(13,20),(13,23),(13,31),(14,21),(14,24),(14,25),(15,29),(16,29),(17,22),(18,23),(19,28),(19,33),(19,35),(20,28),(20,34),(20,35),(21,29),(21,30),(21,31),(22,24),(22,33),(23,25),(23,34),(24,30),(24,32),(25,31),(25,32),(26,29),(26,30),(27,29),(27,31),(30,35),(31,35),(32,33),(32,34),(32,35)],36)
 => ([(0,28),(0,36),(1,18),(1,36),(2,17),(2,36),(3,8),(3,36),(4,15),(4,26),(4,36),(5,16),(5,27),(5,36),(6,17),(6,33),(6,36),(7,18),(7,34),(7,36),(8,10),(8,36),(9,28),(9,33),(9,34),(9,36),(10,15),(10,16),(10,36),(11,26),(11,27),(11,35),(11,36),(12,19),(12,22),(12,30),(12,36),(13,20),(13,23),(13,31),(13,36),(14,21),(14,24),(14,25),(14,36),(15,29),(15,36),(16,29),(16,36),(17,22),(17,36),(18,23),(18,36),(19,28),(19,33),(19,35),(19,36),(20,28),(20,34),(20,35),(20,36),(21,29),(21,30),(21,31),(21,36),(22,24),(22,33),(22,36),(23,25),(23,34),(23,36),(24,30),(24,32),(24,36),(25,31),(25,32),(25,36),(26,29),(26,30),(26,36),(27,29),(27,31),(27,36),(28,36),(29,36),(30,35),(30,36),(31,35),(31,36),(32,33),(32,34),(32,35),(32,36),(33,36),(34,36),(35,36)],37)
 => ? ∊ {41934,287438,679152,679152,846476}
Description
The number of spanning trees of a graph. A subgraph $H \subseteq G$ is a spanning tree if $V(H)=V(G)$ and $H$ is a tree (i.e. $H$ is connected and contains no cycles).