学术报告
M^3 program音乐、数学与绘画-Performer: Prof. Matthias Kreck（德国Bonn大学）
M^3 program音乐、数学与绘画
Performer: Prof. Matthias Kreck（德国Bonn大学）
节目单：
Vivaldi - Bach - Fermat - Zagier - Schumann
with paintings by Luigard Ilg.
Mathematics and Cello: Matthias Kreck
简介："M的三次方"是一个有趣的由不同单元组成的给大脑的训练节目。第一个训练单位通过音乐与我们大脑的情感的一面对话。然后在第二个单位里，通过数学这个纯理性的艺术与大脑中理性的一面交流。大脑的这两个方面再同时通过"M的三次方"这个节目的第三面--绘画，连接起来。在"M的三次方"的绘画部分里既具有由几何图形显示的数学，又包含通过颜色的自由发挥赋予的情感一面。大脑的不同方面之间的快速变化带来非常不寻常的经历和特别的专注力。不要错过这个独一无二的结合三种艺术行动为一体的有趣节目！
The idea is NOT to explain music using mathematics. The idea is to present three arts next to each other giving the audience a chance to experience them as they are. The program starts with about 20 minutes of classical music played by me on the Cello. I will play a Vivaldi Sonata with Cembalo which will play through loud speakers (I bring the cembalo part on my laptop). Next I will play 4 movements from the first Bach Cello Suite for Cello alone.
Then we jump without any connection to the mathematical part. I will - very slowly - explain what a prime number is and pose the question which prime number is a sum of two squares. Together with the audience I will make a table of small primes where we decide together, when it is possible and when not. It would be great if there would be an equipment which allows me to write something which the people can see on the screen - as a replacement of a black board. The end of the first mathematical section will be the formulation of Fermat’s Theorem, that an odd prime p is the sum of squares if and only if p = 1 mod 4.
时间：2016年9月29日晚7:00-8:45
地点：首师大本部校区理科楼206
欢迎全体师生到来！
