I have always been interested in mathematics from primary school to high school. The reason why I like mathematics is that at the time of enlightenment, I began to feel that mathematics is close to life. When I was very young, my family would teach me to recognize numbers; When I grow up, I will use puzzles to spell out various patterns; Now I am on the road of dealing with accounting and numbers ... all kinds of past events have made me have an indissoluble bond with mathematics! Just after I saw the book Panorama of Mathematics, I found that there are too many mysteries in mathematics that I need to explore! ! !

Mathematical panorama not only tells us a lot of knowledge, but also exercises our basic thinking training. Let us know how to use our thinking, so that we can broaden our horizons. This is a unique mathematical work written by the famous mathematician Hu. Why is it unique? That's because this book focuses on graphics, pictures and models, supplemented by necessary elementary mathematical explanations. Vividly tells the facts and problems in various fields of mathematics. Sometimes some abstract and incomprehensible mathematical theories make mathematics concrete through concrete and elusive objects. Let everyone learn knowledge from practice and understand the truth! Professor steinhaus doesn't want to show off how many difficult problems he can list in the book. Instead, he directly selected topics from some aspects of elementary mathematics, and then explained them, making you deeply feel that all aspects of life are full of mathematics. His topics are always amazing, interesting, pleasing, detailed and insightful. People can't help but re-examine the world around them, realize the truth from life, and let you know that every corner of this accustomed world has a magical and interesting side.

Mathematics panorama also tells us what mathematics is! Mathematics is a subject that studies concepts such as quantity, structure, change and spatial model. By using abstract and logical reasoning, the shape and movement of objects are counted, measured, measured and observed. In fact, there are many famous mathematicians abroad, such as Newton and Archimedes. They really understand mathematics, thus expanding these concepts in order to formulate new conjectures and establish strictly deduced truths from properly selected axioms and definitions. Feel happy in the world and field of mathematics. However, they also made many contributions to mathematics. Although it is not easy to read every chapter, this book is so inspiring that I can use my thinking happily: if we think about the ideas described by the author, we have to marvel at the author's profound mathematical foundation and the wonderful profundity of mathematics. Then I remembered the famous saying of mathematician Gauss, "What matters in mathematics is not symbols, but concepts". And "Panorama of Mathematics" is a good book that makes people realize this in a subtle way!

After reading the panorama of mathematics, you really know what mathematics is. I remember an old French mathematician once said: A mathematical theory should be so clear that you can explain it to the first person you meet in the street. Before that, this mathematical theory could not be considered perfect. The clarity and understandability of mathematical theory here, I want to regard it as the requirement of a perfect mathematical problem; Because easy-to-understand questions attract people's interest, while complex questions make us flinch. Therefore, people often say that it is easy to learn liberal arts, but not so easy to learn science. Mathematics has a vast mystery that cannot be explored in one day. But this book makes us enjoy it. Learning is a boring but meaningful thing. How can I study happily? In the world of mathematical panorama, you can use your brain easily and happily, start your cerebellum, re-examine your life and understand the extraordinary novelty in life! Therefore, we can only learn mathematics slowly from now on, so that we can like and learn it day after day and year after year. I believe that with our love for mathematics, we will conquer it one day! ! !