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Holographic principle and field-to-particle transition formalism in sigma model, dilaton gravity and supergravity: Point particle as end product of field theory and seed of string-brane approach

机译:全息原理与场域到粒子的过渡形式主义   sigma模型,dilaton引力和超重力:点粒子作为最终产品   场论和种子法的种子

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摘要

The paper consists of two parts which seem to be independent of each otherbut at first glance only. In the Part one the field-to-particle transitionformalism is applied to the sigma model (string), dilaton gravity and gaugedsupergravity 0-brane solutions. In addition to the fact that thefield-to-particle transition is of interest itself it can be regarded also asthe dynamical dimensional reduction which takes into account field fluctuationsas well as one can treat it as the method of the consistent quantization in thevicinity of the nontrivial vacuum induced by a field solution. It is shown thatin all the cases the end product of the approach is the so-called "non-minimalpoint particle". In view of this it is conjectured that point particles are notonly the end product but also the underlying base of modern high-energy theoryeven more fundamental than the strings. The Part two is hence devoted to theformal axiomatics of the string-brane approach - there we deepen theabove-mentioned conjecture. It turns out that a point particle can be regardedas an extended object from the viewpoint of a macroscopic measurement. Theparticle is actually observed as the ``cloud'' consisting of the virtual pathsand nothing prevents their deviations from the classical trajectory. Therefore,for an observer the real particle can be no more viewed as a point object.However, it cannot be supposed also as a continuous extended object unless weaverage over all the deviations. Then we obtain the metabrane, which is thecomposite extended object consisting of the microscopical objects (strings) andcosmological-size ones (3-brane) where the size of a corresponding embedding isgoverned by the weight constants arising along with the decomposition.
机译:本文由两部分组成,这两个部分似乎相互独立,但乍一看。在第一部分中,将场到粒子的过渡形式主义应用于sigma模型(字符串),dlaton重力和规范的超重力0叶片解决方案。除了场-粒子跃迁本身是令人关注的事实之外,它还可以视为考虑了场波动的动力学维数减少,也可以将其视为非平凡真空度附近一致量化的方法。由现场解决方案诱导。结果表明,在所有情况下,该方法的最终产品都是所谓的“非最小点粒子”。有鉴于此,可以推测点粒子不仅是最终产品,而且还是现代高能理论的基础,甚至比弦更根本。因此,第二部分专门研究弦br方法的形式公理学-在这里我们加深了上述猜想。事实证明,从宏观测量的观点来看,点粒子可以被视为扩展对象。实际观察到的粒子是由虚拟路径组成的``云'',没有任何东西可以阻止它们偏离经典轨迹。因此,对于观察者而言,不能再将真实粒子视为点对象。但是,除非对所有偏差进行平均,否则不能将其视为连续的扩展对象。然后我们获得了超薄膜,它是由微观物体(细线)和宇宙学尺寸物体(3薄膜)组成的复合扩展物体,其中相应嵌入物的大小由分解过程中产生的重量常数控制。

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