MOTION OF CHARGED PARTICLES IN KAHLER ＄C＄ -SPACES
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概要
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"Let ( ＄M＄, ＄(, ￥rangle, J)＄ be a Hermitian symmetric space or a Kahler ＄C＄ -space with second betti number 1 and with a certain condition. We concretely solve the differential equation of the motion of a charged particle under electromagnetic field ＄￥kappa J＄ , which is given by ＄￥nabla_{￥dot{x}}￥dot{x}=￥kappa J￥dot{x}＄ . Applying this, we show that if the motion of a charged particle intersects itself, then it is simply closed."
- Yokohama City University and Yokohama National Universityの論文
- 2003-00-00
Yokohama City University and Yokohama National University | 論文
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