stat535
所属分类：仿真建模
开发工具：Jupyter Notebook
文件大小：7749KB
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上传日期：2020-11-16 23:57:09
上 传 者：
sh-1993
说明： 使用python进行网络分析，基于博弈论的互动与合作模型。麻省大学阿姆河校区最终项目...
(Network analysis using python based on game theory models of interaction and cooperation. Final project for UMass Amherst Statistics 535.)
文件列表:
doc (0, 2020-11-17)
doc\535_slides.pdf (4922535, 2020-11-17)
doc\535_write_up.pdf (582150, 2020-11-17)
figs (0, 2020-11-17)
figs\g_fin.pdf (23752, 2020-11-17)
figs\g_init.pdf (42724, 2020-11-17)
figs\p01.pdf (19308, 2020-11-17)
figs\p01_hc1.pdf (18199, 2020-11-17)
figs\p01_hc2.pdf (18231, 2020-11-17)
figs\p01_hc3.pdf (18121, 2020-11-17)
figs\p03.pdf (19403, 2020-11-17)
figs\p03_hc1.pdf (18535, 2020-11-17)
figs\p03_hc2.pdf (18745, 2020-11-17)
figs\p03_hc3.pdf (18388, 2020-11-17)
figs\p07.pdf (19532, 2020-11-17)
figs\p07_hc1.pdf (18449, 2020-11-17)
figs\p07_hc2.pdf (18844, 2020-11-17)
figs\p07_hc3.pdf (19017, 2020-11-17)
figs\p09.pdf (19516, 2020-11-17)
figs\p09_hc1.pdf (18616, 2020-11-17)
figs\p09_hc2.pdf (18768, 2020-11-17)
figs\p09_hc3.pdf (19089, 2020-11-17)
figs\std_mean_tx.pdf (5770, 2020-11-17)
lib (0, 2020-11-17)
lib\.ipynb_checkpoints (0, 2020-11-17)
lib\.ipynb_checkpoints\Game-checkpoint.py (7801, 2020-11-17)
lib\.ipynb_checkpoints\g3_hc1-checkpoint.csv (11879, 2020-11-17)
lib\.ipynb_checkpoints\g9-checkpoint.csv (15157, 2020-11-17)
lib\.ipynb_checkpoints\g_fin-checkpoint.pdf (23752, 2020-11-17)
lib\.ipynb_checkpoints\g_init-checkpoint.pdf (42724, 2020-11-17)
lib\.ipynb_checkpoints\sim_funcs-checkpoint.py (2109, 2020-11-17)
lib\.ipynb_checkpoints\sim_h1-checkpoint.ipynb (720687, 2020-11-17)
lib\.ipynb_checkpoints\sim_h2-checkpoint.ipynb (689497, 2020-11-17)
lib\.ipynb_checkpoints\sim_high_coop-checkpoint.ipynb (225568, 2020-11-17)
lib\Explore (0, 2020-11-17)
... ...
# Statistics 535 Final Project
## Title: Evolution of wealth inequality in simulated networks.
*Team*: Scott Cohn, Vignesh Mahalingam, Liwen Ouyang
*Abstract*: We use a network-based simulation to identify the emergent social structures of segregation based on distribution of cooperative behavior and income when individuals have a preference
for fairness and interact with agents when playing a Prisoner’s Dilemma game. We find that regardless of the initial wealth distribution (as measured by the Gini coefficient), the winning frequency by
play strategy is robust across changes in distribution of cooperative strategies
This project is structured as follows.
```
proj/
├── lib/
├── doc/
├── figs/
├── output/
└── README
```
Please see each subfolder for a README file.
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