Classical Theory of Open Membrane
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概要
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A possible theory of an open membrane is proposed. The space-time coordinates, swept out by the membrane, are denoted as X^μ(σ^0,σ^1, σ^2) where σ^a are parameters. A simple Lagrangian which is invariant under the re-parametrization σ^0→σ^0'(σ), σ^1'=σ^1 and σ^2'=σ^2 is set up and the equations of motion and the boundary conditions are derived. After the gauge is fixed, they are solved in the case where the membrane rotates rigidly and the mass-spin relation is obtained which is not infinitely increasing.
- 理論物理学刊行会の論文
- 1977-05-25
著者
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Sohkawa Tohru
Research Institute For Atomic Energy Osaka City University
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Sohkawa Tohru
Research Institute Of Atomic Energy Osaka City University
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Kamo Hideki
Department Of Physics Osaka City University
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