О гамильтоновой минимальностиизотропных неоднородных торов в $\mathbb H^n$ и $\mathbb C\mathrm P^{2n+1}$

М А Овчаренко, Mikhail Aleksandrovich Ovcharenko
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Abstract

We construct a family of flat isotropic non-homogeneous tori in $\mathbb{H}^n$ and $\mathbb{C} \mathrm{P}^{2n+1}$ and find necessary and sufficient conditions for their Hamiltonian minimality.
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关于哈密顿минимальностиизотропннеоднородныхтор美元/ mathbb H ^ n美元和美元\ mathbb C \ mathrm P ^ {2n + 1}美元
构造了$\mathbb{H}^n$和$\mathbb{C} \ mathm {P}^{2n+1}$上的平面各向同性非齐次环面族,并找到了它们的哈密顿极小性的充分必要条件。
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