一些随机系统平衡分布的几何推导

R. López-Ruiz, J. Sanudo
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引用次数: 0

摘要

在本章中,我们提出了一个简单的几何论证,在某种程度上使我们回想起在物理科学的特定背景下,在热力学极限下正则系综和微正则系综之间的等价性。在同质多智能体系统的更一般的背景下,我们通过强调在这种类型的系统中基于体积和基于表面的计算的统计等效性来结束。
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Geometrical Derivation of Equilibrium Distributions in Some Stochastic Systems
In this chapter, we present a straightforward geometrical argument that in a certain way recalls us the equivalence between the canonical and the microcanonical ensembles in the thermodynamic limit for the particular context of physical sciences. In the more general context of homogeneous multi-agent systems, we conclude by highlighting the statistical equivalence of the volume-based and surface-based calculations in this type of systems.
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