C1 + C2
C1 - C2
5*C1
(1/2)*C1
-C1
The set of torus-invariant cycles forms an abelian group under addition. The basic operations arising from this structure, including addition, subtraction, negation, and scalar multiplication by integers, are available.
We illustrate a few of the possibilities on one variety.
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The source of this document is in TropicalToric/ToricCycleDoc.m2:344:0.