ON THE MASS SPECTRUM OF ELEMENTARY PARTICLES IN UNITARY QUANTUM THEORY

L. G. Sapogin, Y. Ryabov
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引用次数: 35

Abstract

The particle is represented by the wave packet in nonlinear space-time continuum. Because of dispersion, the packet periodically appears and disappears in movement and the envelope of the process coincides with the wave function. There was considered the partial dierential equation of telegraphtype describing the motion of such wave packet in spherical coordinate space(r,,’ ). There was constructed also the analytical solution u(r,,’ ) of this equation and the integral of
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论酉量子理论中基本粒子的质谱
粒子用非线性时空连续体中的波包表示。由于色散,包在运动中周期性地出现和消失,过程的包络线与波函数一致。考虑了描述这种波包在球坐标空间(r,, ')中的运动的电报型偏微分方程。构造了该方程的解析解u(r,, ')和的积分
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TOWARDS DETERMINATION OF THE LAPLACE GRAVITY PARAMETER h ON A CONSISTENT QUANTUM ADIABATIC THEORY OF MOLECULES NEUTRINO CATALYSIS OF NUCLEAR SYNTHESIS REACTIONS IN COLD HYDROGEN COHERENCE IN TURBULENCE: NEW PERSPECTIVE PACKET SPREADING AND EINSTEIN RETARDATION
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