He has compiled a set of teaching materials for mathematical analysis, which is now considered as an excellent course for the basic science class of mathematics-physics in Tsinghua University.
This textbook has a high evaluation and was introduced and published by Higher Education Press.
This book combines the high rigor of narration with readability, the richness of content and the habit of cultivating practical problems. -Colmo Golov (academician of the former Soviet Academy of Sciences)
B.A. Zhuorich's textbook is the most successful analytical textbook for students majoring in mathematics and physics in universities. The important difference between him and the traditional analytical textbooks is that on the one hand, he is closer to the application of natural sciences (especially physics and mechanics), on the other hand, he uses more ideas and methods of modern mathematics (including algebra, geometry and topology) than the conventional textbooks. The course is full of ideas, which clearly shows the powerful force of modern mathematical ideas and methods in the study of specific problems. Especially unusual is the second volume, including vector analysis, differential form theory on manifolds, introduction to generalized function theory and potential theory, Fourier series and Fourier transform, and gradual expansion.
It should be regarded as an innovation to write textbooks like Zhuo Ritchie now. This used to be common in the Gulsha era, but the obvious trend of textbook specialization in the past half century has tightened the analysis course, leaving it with almost one argument. Now it is obviously necessary to enrich the analysis course again, which is also related to the fact that most college students will engage in applied work in the future. -Arnold (Academician of Russian Academy of Sciences)