Last Updated:2025/12/04

When applying the orbit-stabilizer theorem, we can establish a natural bijection between each element's orbit under the group action and the cosets of its stabilizer subgroup, which simplifies counting orbits.

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When applying the orbit-stabilizer theorem, we can establish a natural bijection between each element's orbit under the group action and the cosets of its stabilizer subgroup, which simplifies counting orbits.

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軌道安定化群定理を適用すると、群の作用による各元の軌道とその元の安定化群の余類との間に自然な全単射が成り立ち、軌道の数え上げが容易になります。

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