作者: Jacques des Cloizeaux
DOI: 10.1007/978-1-4613-3347-0_16
关键词: Polymer 、 Partition function (mathematics) 、 Field (physics) 、 Scale invariance 、 Physics 、 Chain (algebraic topology) 、 Theoretical physics 、 Object (philosophy) 、 Limit (mathematics) 、 Zero (complex analysis)
摘要: We are interested here, in the properties of long polymers good solvents, because we believe that they have a universal behaviour. An infinitely polymer chain can be considered as scale invariant and therefore critical object. The existence indices scaling laws for is consequence this fact. Moreover, correspondence has been found between theory solution limit (φ2)2 Lagrangian theory, when number n components field goes to zero.