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Renormalization quantum Fields and the Big Bang

机译:重归一化量子场与大爆炸

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In the classical Physics, the particles are described by their masses, charges, spins, number of particles, …., which are constants values. But that was not exactly in the quantum Physics, in which, the particles properties like masses, charges, spins, number of particles, …, are not constants values, they change in the interactions. So we need unchanged properties in the interactions, we need that to know how we describe the nature according to the quantum principles. For that the quantum fields theory was born, It is a marriage between the quantum mechanics and the Symmetries, like the space XYZ points Symmetry. In general the Symmetries are described by continuous transformations {U} form groups, to satisfy the Symmetries, the interactions must preserve them. Therefore the Lagrange structure L(
机译:在经典物理学中,粒子是通过其质量,电荷,自旋,粒子数……来描述的,它们是常数值。但这并不完全在量子物理学中,在量子物理学中,诸如质量,电荷,自旋,粒子数等粒子性质不是常数值,它们在相互作用中发生变化。因此,我们在相互作用中需要不变的特性,我们需要知道如何根据量子原理描述自然。为此,量子场理论诞生了,它是量子力学与对称性之间的结合,就像空间XYZ点对称性一样。通常,对称性是通过连续变换{U}形式组来描述的,为了满足对称性,交互作用必须保留它们。因此,拉格朗日结构L(

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