How to show that $S^2$ is a symplectic manifold? What is the symplectic structure on $S^2$?
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It would help if you included a little context for the question, so that potential answerers can better tailor an answer to your current understanding/context, but NB that on a surface any volume form is a symplectic form, so every oriented surface admits a symplectic structure. – Travis Willse Feb 04 '20 at 08:35
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i wanted to show specifically that $S^2$ is symplectic by seeing what is its symplectic structure – Uncool Feb 04 '20 at 08:38