论文标题
实值函数的超级药物，凹度和同质性特性之间的热力学相关性关系
A relation of thermodynamic relevance between the superadditivity, concavity and homogeneity properties of real-valued functions
论文作者
论文摘要
我们为以下Landsberg-thirring定理提供了必要和充分的条件：对于在凸集中的实现函数，超级疗法，凹度和同质性的任何两个属性都意味着第三个。简要审查了术后统计热力学的应用。
We provide a necessary and sufficient condition for the validity of the following Landsberg-Thirring theorem: for a real-valued function on a convex set, any two of the properties of superadditivity, concavity and homogeneity implies the third. Applications to statistical thermodynamics, following Thirring and Landsberg, are briefly reviewed.
