《分形几何:数学基础及其应用》主要内容：分形几何的概念是由B.Mandelbrot于1975年首先提出的，十几年来，它已经迅速发展成为一门新兴的数学分支。这是一个研究和处理自然与工程中不规则图形的强有力的理论工具，它的应用几乎涉及自然科学的各个领域，甚至于社会科学。并且实际上正起着把现代科学各个领域连结起来的作用。人们把它与耗散结构及混沌理论共称为20世纪70年代中期科学上的三大重要发现。-Fractal Geometry: Mathematical Foundations and Applications　main elements: the concept of fractal geometry by B. Mandelbrot first proposed in 1975, ten years, it has rapidly developed into a new branch of mathematics. This is a research and treatment projects in the irregular shapes of nature and a powerful theoretical tool, its applications involving almost all fields of natural science, even social sciences. And in fact, play to link the various fields of modern science role. They associate it with a total of dissipative structures and chaos theory as the mid-20th century, 70 the three most important scientific discovery.