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Quantum theory from a wave with space-time vibrations | Hou Yau
; | Date: |
1 Jun 2007 | Abstract: | The basic properties and equations of a zero spin particle field in quantum
theory are derived from the theory of a field with space-time vibrations. The
quantum statistical nature can be explained by assuming the vibrations of a
wave with varying time rate as additional variables for describing quantum
matters. Instead of taking the general approach to derive the space-time
properties of gravity from a quantum theory, it is demonstrated that the
quantum properties of matter can be part of a space-time theory. The study of
the wave energy density equation shows that a space-time vibration plane wave
cannot have uniform density with energy throughout. Energy and momentum in this
wave must be quantized and are quantized vibrations of time and space. Mass is
a quantized vibrations with varying proper time rate. As a consequence, energy
and momentum are physical quantities that are generated from space-time and can
be unified as part of the later in the theory. | Source: | arXiv, arxiv.0706.0190 | Services: | Forum | Review | PDF | Favorites |
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