Program

P.43 -- Poster, NCTP-42

Date: Wednesday, 2 August 2017

Time: 08h30 - 10h00

Using generalized Bogoliubov transformation to study the collective behaviors of social complex systems

Chu Thuy Anh [1], Truong Thi Ngoc Anh [3,4], Nguyen Tri Lan [1], Tran Cong Phong [2], and Nguyen Ai Viet [1]

[1] Institute of Physics,Vietnam Academy of Science and Technology, 10 Dao Tan, Ha Noi, Ba Dinh, Viet Nam [2] The Vietnam Institute of Educational Sciences, 101 Tran Hung Dao, Hoan Kiem, Ha Noi, Vietnam [3] University of Haiphong, Hai Phong,Vietnam [4] Graduate University of Science and Technology, Vietnam Academy of Science and Technology 18 Hoang Quoc Viet, Cau Giay, Hanoi, Vietnam

In the theoretical physics Bogoliubov transformation is well--known as an effective method for investigating systems consisted of two kinds of interacting particles. However, the application of the Bogoliubov transformation would not be limited only in the studying physics, but also be extended and applied to study a number of complex systems modeled by quasi--Hamiltonians. This transformation provides a simple methodology in research of complex systems and allows to obtain richer awareness of the collective behaviors that are universal in such complex systems. In the view of the formal equivalence (isomorphism) between many body physical systems and multi--agent complex systems, the use of approaches well--developed in the physics to study collective behaviors of the groups, the communities offers reliable and convincible results and might be considered as an inevitable tendency, complementing the shortcomings of the traditional mathematical tools in the study of complex systems. This study is one of the efforts to introduce a physical tool to study the most interesting and simple phenomenon in social complex systems, teachers in a classroom, transition from Boltzmann distribution to Gaussian one.

Presenter: Chu Thuy Anh