Operations research without convexity

运筹学(OR)是最适用的数学领域之一，对技术先进的澳大利亚的未来具有重要意义。然而，OR的应用通常需要凸性。这是一个严重的限制。CI诞生了一种新的方法--单调分析，它适用于一类广泛的非凸问题。已经取得了可喜的成果，世界各地的主要研究人员(包括加拿大数学和法国应用数学学会的主席)都热衷于与传播与信息部门合作开发这一主题。该项目巩固并扩大了该领域的世界领先地位。

Operations Research (OR) is one of the most applicable areas of mathematics and of importance for the future of technologically advanced Australia. However, applications of OR often require convexity. This is a serious limitation. A new approach, monotonic analysis, which is applicable to a broad class of nonconvex problems, was given birth by the CI. Promising results have been obtained and leading researchers around the world (including the Presidents of the Canadian Mathematical and French Applied Mathematics Societies) are keen to work with the CI developing this topic. This project both cements and extends world leadership in this field.