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B. Feng’s Theory:The Prediction of Mass Spectrum of Elementary Particles and the Confidence of at Least 4-D Space-Time (PartⅠ)


Affiliations
1 College of Chemistry and Molecular Engineering, Qingdao University of Science and Technology, Qingdao, China
 

B. Feng’s series valuable works is introduced and improved in this paper. Based on Einstein’s four-dimensional space time in general relativity and the symmetry principle, B. Feng created his theory in field of elementary particle physics. He proposed 16-regular polytope to express the symmetries of elementary particles’ manifold in 4-D space. The manifold’s mode changing angle (δ) projected from 4D to 3D plays an important role in his theory. The mass spectrum of elementary particles is then predicted accordingly. The result formula is as: m= 2i-1eδ-π/2

Keywords

Elementary Particle, Four-dimensions, Mass Spectrum, Symmetries, Superstring Theory.
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  • B. Feng’s Theory:The Prediction of Mass Spectrum of Elementary Particles and the Confidence of at Least 4-D Space-Time (PartⅠ)

Abstract Views: 300  |  PDF Views: 0

Authors

Z. H. Mei
College of Chemistry and Molecular Engineering, Qingdao University of Science and Technology, Qingdao, China

Abstract


B. Feng’s series valuable works is introduced and improved in this paper. Based on Einstein’s four-dimensional space time in general relativity and the symmetry principle, B. Feng created his theory in field of elementary particle physics. He proposed 16-regular polytope to express the symmetries of elementary particles’ manifold in 4-D space. The manifold’s mode changing angle (δ) projected from 4D to 3D plays an important role in his theory. The mass spectrum of elementary particles is then predicted accordingly. The result formula is as: m= 2i-1eδ-π/2

Keywords


Elementary Particle, Four-dimensions, Mass Spectrum, Symmetries, Superstring Theory.

References