Free Motion of a Particle in the Quantized Space
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概要
- 論文の詳細を見る
Assuming that the momentum space for a particle is the surface of the 4 dimensional sphere (radius K) and its position vector x_i is given by boost operators B_i multiplied by 1/K in the same 4 dimensional Eucledian space, one can construct quantum mechanics. This theory predicts that the very high energy paticles run at the velocity slower (or faster) than light velocity (depending upon a choice of the Hamiltonian of particles), which may be tested by proton beams in LHC, or even by SPS or Tevatron.
- 理論物理学刊行会の論文
- 2003-09-25
著者
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Yamaguchi Yoshio
Faculty of Engineering, Niigata University
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Yamaguchi Y
Niigata Univ. Niigata Jpn
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YAMAGUCHI Yoshio
c-o KEK
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YAMAGUCHI Yoshio
the Department of Information Engineering, Niigata University
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Yamaguchi Yoshio
Dept. Of Information Engineering Niigata University
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Yamaguchi Yoshio
Department Of Physics Tokai University
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Yamaguchi Y
Faculty Of Engineering Niigata University
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Yamaguchi Y
Niigata University
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Yamaguchi Yoshio
Dept.of Information Eng. Niigata University
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Yamaguchi Yoshio
Niigata Univ. Niigata‐shi Jpn
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YAMAGUCHI Yoshio
Department of Physics, Tokai University
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