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How do freshmen learn mathematical modeling?
Mathematical modeling is a method to abstract practical problems into mathematical models and solve them by solving the models. For freshmen, learning mathematical modeling requires the following steps:

1. Establish a mathematical foundation: First of all, you need to have a solid mathematical foundation, including advanced mathematics, linear algebra, probability theory and mathematical statistics. These are the basic tools to solve mathematical modeling problems.

2. Learning modeling theory: Understand the basic theories and methods of mathematical modeling, including problem raising, model building, model solving and result analysis.

3. Hands-on practice: While learning the theory, actively participate in various mathematical modeling competitions or practical activities, and improve the modeling ability through practical operation.

4. Learning programming: Modern mathematical modeling often needs the help of computer software to solve the model, so it is very necessary to learn one or several programming languages (such as MATLAB, Python, etc.). ).

5. Read excellent papers: By reading excellent mathematical modeling papers, you can learn more modeling methods and skills and improve your writing ability.

6. Ask for guidance: If possible, you can find an experienced tutor or senior sister to guide you. Their experience and suggestions will be very helpful to your study.

Generally speaking, learning mathematical modeling is a systematic process, which requires time and patience, but as long as you persist, you will certainly make progress.