Symplectic curvature and the arnold form over and isotropic submanifold

Integral Representations over Isotropic

Integral Representations over Isotropic Submanifolds and Equations of Zero Curvature

✍ Mikhail Karasev; Yuri Vorobjev 📂 Article 📅 1998 🏛 Elsevier Science 🌐 English ⚖ 656 KB

In the phase space over a Riemann manifold we consider a submanifold 4 invariant with respect to a Hamilton flow, isotropic (i.e., the form pdq| 4 is closed), and stable with respect to the first variation equation. For semiclassical wavefunctions of the quantum Hamiltonian we propose a very simple