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SoYu
  • Member for 5 years, 4 months
  • Last seen more than 4 years ago
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awarded
 Yearling
revised
Superlevel sets of a parametrized quadratic forms
deleted 3 characters in body
asked
Superlevel sets of a parametrized quadratic forms
awarded
 Scholar
accepted
Any homogeneous symplectomorphism of cotangent bundle $\dot{T}^*M=T^*M-0_M$ preserves the canonical Liouville form?
awarded
 Editor
comment
Any homogeneous symplectomorphism of cotangent bundle $\dot{T}^*M=T^*M-0_M$ preserves the canonical Liouville form?
@sanette: Oh, thanks. I corrected.
revised
Any homogeneous symplectomorphism of cotangent bundle $\dot{T}^*M=T^*M-0_M$ preserves the canonical Liouville form?
edited title
awarded
 Curious
comment
Any homogeneous symplectomorphism of cotangent bundle $\dot{T}^*M=T^*M-0_M$ preserves the canonical Liouville form?
@Bertram Arnold: I mean that $\phi$ is $\mathbb{R}^{\times}$-equivariant with respect to the action and I don't know whether $\alpha_M$ is $\mathbb{R}^{\times}$-equivariant.
asked
Any homogeneous symplectomorphism of cotangent bundle $\dot{T}^*M=T^*M-0_M$ preserves the canonical Liouville form?
asked
Is a homogeneous symplectic isotopy always Hamiltonian?
asked
Lifting of Contact isotopies on a symplectization
asked
Equivalence of the category of covariant functors and the category of contravariant functors
asked
Checking $\mathbb{K}_{U\times(a,b)}\ast\mathbb{K}_{[0,\infty)}\simeq \mathbb{K}_{U\times[a,\infty)}[-1]$ in derived category $D(X\times\mathbb{R})$
awarded
 Student
asked
Computing injective resolution of some constant sheaves