普遍性(动力系统)
引力奇点
临界现象
统计物理学
相变
理论物理学
统计力学
齐次空间
简单(哲学)
重整化群
认识论
物理
数学
哲学
量子力学
几何学
出处
期刊:Impact of Computing in Science and Engineering
[Elsevier]
日期:1989-10-01
卷期号:1 (5): 10-11
被引量:1247
摘要
The examination of phase transitions and critical phenomena has dominated statistical physics for the latter half of this century--there is a great theoretical challenge in solving special statistical mechanical models. Additionally, beautiful experimental results have elucidated the singularities (critical behavior) that occur in phase transitions. Although a few spectacular successes in the exact solution of simple models have occurred, interesting systems have mostly proven to be intractable from the analytic perspective. Because many physically disparate systems show identical critical behavior, identifying and understanding general principles of universality and their relationship to microscopic symmetries are of fundamental importance
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