Conformal geometry of surfaces in the Lagrangian Grassmannian and second-order PDE
Of all real Lagrangian Grassmannians LG(n, 2n), only LG(2, 4) admits a distinguished Lorentzian conformal structure and hence is identified with the indefinite M�bius space S 1,2. Using Cartan's method of moving frames, we study hyperbolic (timelike) su
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|Source:||Proceedings of the London Mathematical Society|
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