论文信息 - Some classical solutions of relativistic membrane equations in 4 space-time dimensions - 字舞流文

Some classical solutions of relativistic membrane equations in 4 space-time dimensions

J. Hoppe | Isaac Newton

[1] M. Shahshahani,et al. Scattering theory for symmetric spaces of noncompact type , 1993 .

[2] Alexander I. Bobenko,et al. Willmore tori with umbilic lines and minimal surfaces in hyperbolic space , 1993 .

[3] M. Bordemann,et al. The dynamics of relativistic membranes. II: Nonlinear waves and covariantly reduced membrane equations , 1993, hep-th/9309025.

[4] M. Bordemann,et al. The dynamics of relativistic membranes. Reduction to 2-dimensional fluid dynamics , 1993, hep-th/9307036.

[5] J. Govaerts,et al. Universal field equations with covariant solutions , 1991, hep-th/9110022.

[6] Russberg,et al. Existence of stable orbits in the x2y2 potential. , 1990, Physical review letters.

[7] Charles Fefferman,et al. the uncertainty principle , 1983 .

[8] B. Simon. Some quantum operators with discrete spectrum but classically continuous spectrum , 1983 .

[9] Henry C. Wente. Constant mean curvature immersions of Enneper type , 1992 .

[10] Jens Hoppe,et al. Quantum theory of a massless relativistic surface and a two-dimensional bound state problem , 1982 .

[11] P. B. Kahn,et al. Problems in Quantum Mechanics , 1960 .

[12] J. K. Knipp. Two Problems in the Quantum Mechanics of Diatomic Molecules. , 1935 .