Abelian Constructivist Lagrangian

J. Chauca, R. Doria, L.S. Mendes
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Abstract

Constructivist lagrangian propiates a diverse approach to field theory. Introduce the set action. Consider fields families under a same symmetry group. The resulting fields set extends the standard atomist field theory to a whole field theory. An associative physics is proposed. The grouping physics. The relationship between the part and the whole is considered. A third quantum type beyond Planck granularity and quantum mechanics wave-particle is obtained. The quantum inserted in the whole. Differentiated energy packets are formed. A quantum system is constituted. The abelian grouping physics is considered. The simplest whole unity. Set action in terms of U(1) symmetry. The correspondent constructivist lagrangian is studied. A new type of individuation called whole quantum is derived.An abelian quantum system is constituted. The usual atomist gauge symmetry is preserved, but, constructivist properties are generated. Quantum system with own norm is a necessary theoretical argument. More is different, once time said P.W. Anderson. Physics is challenged to make the passage from an isolated particle to a quantum system. A theory to describe the physics of part in the whole. A challenge to be interpreted under gauge symmetry. A symmetry of difference is proposed. Quantum diversities enlarging the meanings of interaction, induction, connectivity. A quantum system is introduced. Its elementarity is identified as a third quantum type. It is called whole quantum or variety. This quantum of a many particles system appears with a new physicality. The correspondingset action derives antireductionist physical laws under gauge symmetry. Ruled by associativity, set transformation, evolution. Associativitity providing quantum under set, diversity, interdependence, nonlinearity, chance. Set transformations performing a whole determinism with directive conducted by gauge parameter and circumstances under lagrangian free coefficients. Generating a set physics with growth, evolution, emergence, complexity. An evolving quantum transforming their quantum numbers. The abelian constructivist lagrangian is explored. A quantum system assembled by fields families and gauge scalars is performed. It arises an environmental physics. Gauge scalars form substrutures with realities and potentialities. The volume of circumstances for each gauge scalar is calculated. Nonvirtual relationships are derived. Physical entities as masses, charges, coupling constants are expressed under constructivist properties. Functionalities will lead them to a physical behaviour beyond four interactions.
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阿贝尔构成主义拉格朗日
建构主义拉格朗日理论为研究场论提供了多种途径。介绍设定动作。考虑相同对称群下的场族。由此产生的场集将标准原子论场论扩展为一个完整的场论。提出了一种关联物理。分组物理。考虑了局部与整体的关系。得到了超越普朗克粒度和量子力学的第三种量子类型波粒。量子插入到整体中。形成不同的能量包。构成了一个量子系统。考虑了阿贝尔群物理。最简单的整体。根据U(1)对称性设定动作。研究了相应的建构主义拉格朗日量。导出了一种新的个性化类型——全量子。构造了一个阿贝尔量子系统。通常的原子主义规范对称被保留,但是,构造主义性质被生成。具有自身范数的量子系统是一个必要的理论论证。p·w·安德森曾经说过,多多益善。物理学面临着从孤立粒子到量子系统的过渡的挑战。一种描述整体中部分物理的理论。在规范对称下解释的挑战。提出了一种差分对称。量子多样性扩大了相互作用、诱导和连通性的含义。引入了一个量子系统。它的基本元被确定为第三种量子类型。它被称为全量子或变种。这种多粒子系统的量子以一种新的物理性质出现。相应的集合作用在规范对称下导出了反约化的物理定律。由结合律支配,集合变换,演化。提供集合下量子的关联性、多样性、相互依赖性、非线性、偶然性。在拉格朗日自由系数下,由规范参数和环境指示的集合变换是完全决定论的。生成一组具有生长、进化、涌现和复杂性的物理。一个进化的量子改变了它们的量子数。探讨了阿贝尔建构主义拉格朗日算子。建立了一个由场族和规范标量组成的量子系统。这是一种环境物理学。规范标量形成具有现实和潜力的子结构。计算每个标准标量的环境体积。导出非虚关系。物理实体如质量、电荷、耦合常数都是在构造主义性质下表示的。功能将引导它们超越四种交互的物理行为。
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