Mathematical logic reasoning is a way of thinking based on mathematical rules and principles, which is used to derive new conclusions from known information. The following are the general steps of mathematical logic reasoning:

1. Determine the problem: First, define the problem to be solved or the proposition to be proved.

2. Collecting information: collecting known information related to the problem, including definitions, axioms, theorems, etc.

3. Analyze information: analyze the known information and find out the key elements and relationships.

4. Develop a reasonable reasoning strategy.

5. Application of rules: According to the reasoning strategy, apply mathematical rules and principles for reasoning. This may include using logical operatORs (such as NOT, AND, or, etc.). ), mathematical formulas, theorems, etc.

6. Check reasoning: In the process of reasoning, constantly check the logical correctness of each step to ensure the correctness of the reasoning process.

7. Draw a conclusion: If the reasoning process is correct, a new conclusion can be drawn that conforms to the known information and reasoning rules.

8. Verify the conclusion: Finally, verify the correctness of the conclusion through further calculation or proof.

Mathematical logic reasoning needs rigorous thinking and rigorous logic, and each step needs clear basis and reasons. At the same time, we also need to have certain mathematical knowledge and skills in order to make effective reasoning.