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PALP id: |
3446 |
grdb id: |
147470 |
Integer points: |
[ 1 0 0 2 -1 -2 1 0 -2 0 -1 1 0 -1 1 0 -1 0 -1] [ 0 1 0 -1 2 1 -2 -2 0 -1 0 -1 0 1 0 1 -1 -1 0] [ 0 0 1 -1 -1 0 0 1 1 1 1 0 0 0 -1 -1 1 0 0] |
Degree: |
12 |
Hilbert function: |
1 + 9 t + 35 t2 + 91 t3 + 189 t4 + 341 t5 + 559 t6 + 855 t7 + 1241 t8 + 1729 t9 + 2331 t10 + ... |
Polynomials: |
Period sequence |
Fano variety |
Laurent polynomial |
22 |
rank 3, number 1 |
x + y + z + x2*y-1*z-1 + 3*x*z-1 + 3*y*z-1 + x-1*y2*z-1 + 3*x*y-1 + 3*x-1*y + 2*y-1*z + 2*x-1*z + x*y-2 + 3*y-1 + 3*x-1 + x-2*y + y-2*z + 2*x-1*y-1*z + x-2*z |
7 |
rank 1, V12 |
x + y + z + x2*y-1*z-1 + 3*x*z-1 + 3*y*z-1 + x-1*y2*z-1 + 2*x*y-1 + 3*x-1*y + 2*y-1*z + 2*x-1*z + x*y-2 + 3*y-1 + 3*x-1 + x-2*y + y-2*z + 2*x-1*y-1*z + x-2*z |
7 |
rank 1, V12 |
x + y + z + x2*y-1*z-1 + 3*x*z-1 + 3*y*z-1 + x-1*y2*z-1 + 3*x*y-1 + 2*x-1*y + 2*y-1*z + 2*x-1*z + x*y-2 + 3*y-1 + 3*x-1 + x-2*y + y-2*z + 2*x-1*y-1*z + x-2*z |
11 |
rank 2, number 6 |
x + y + z + x2*y-1*z-1 + 3*x*z-1 + 3*y*z-1 + x-1*y2*z-1 + 2*x*y-1 + 2*x-1*y + 2*y-1*z + 2*x-1*z + x*y-2 + 3*y-1 + 3*x-1 + x-2*y + y-2*z + 2*x-1*y-1*z + x-2*z |
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Facets: |
Facet |
Multiplicity |
Admissible lattice Minkowksi decompositions |
|
1 |
irreducible and admissible
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1 |
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1 |
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2 |
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1 |
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1 |
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