During the undergraduate period, I have been interested in mathematical modeling. I think I have performed well in modeling, and I have taken Guoyi and Meiyi as satisfactory.
Although the US Championship did not participate in 2021, btw was an enthusiastic senior (??) while squatting at home, he did not forget to pay attention to this brain-burning battle.
It’s already halfway through the beauty contest, and I have written questions C and F at the moment. I think it’s okay... I
also want to share my ideas with the younger students. If you are interested, you can chat with me privately.
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The first and second questions: modeling + solving
(1) Develop and verify a model or a set of models, so that you can evaluate the health of the higher education system in any country;
(2) Apply your model to multiple countries, and then choose a higher education system based on your analysis Countries that still have room for improvement;
according to the three phases of the higher education system's early investment, mid-term performance, and late impact, the following metrics are selected from the existing evaluation metrics:
education funding, proportion of higher education students, and degree distribution
Analytic hierarchy process is used to determine the final weights, the number of citations of papers, the number of high-quality scholars, and the employment situation. Samples of different countries are selected as the objects for evaluation and comparison of results through gray correlation: China (incomplete higher education), the United States ( Complete higher education) and other countries.
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Second and fourth questions: prediction and improvement**
(3) Put forward an achievable and reasonable vision for the system of the selected country/region to support a healthy and sustainable higher education system
(4) Use your model to measure the health of the current system and the country selected for you The proposed healthy and sustainable system
uses neural networks to evaluate and predict, and continuously improve the education system of the selected country. If an indicator is improved, predict the high-quality comprehensive evaluation scores, and compare them, and find that there is a significant improvement
.