Indecomposable Structure in Representation Theory and Logarithmic Conformal Field Theory

对数共形场理论描述了重要物理系统的统计模型中的非局域可观测性。聚合物、渗流)。这一认识导致了最近物理学家和数学家之间的活动激增。澳大利亚的数学物理学很好地利用了这一活动，有几位专家在该领域工作，该项目将带来(并开发)补充当前研究优势的数学工具和见解，从而显著提高澳大利亚在国际社会的声誉。这样的提升对澳大利亚数学和物理学的发展至关重要。

Logarithmic conformal field theory describes non-local observables in statistical models of important physical systems (eg. polymers, percolation). This realisation has led to a recent explosion of activity among physicists and mathematicians. Mathematical physics in Australia is well-placed to capitalise on this activity, having several experts working in the area, and this project will significantly augment Australia's reputation within the international community by bringing (and developing) mathematical tools and insights which complement current research strengths. Such augmentations are vital to the well-being of mathematics and physics in Australia.