1. Abstract thinking ability: The great god of mathematics can abstract concrete problems and turn them into symbols and formulas for thinking. They can extract key features from specific problems and ignore secondary factors, so as to better understand and solve problems.
2. Logical reasoning ability: The great god of mathematics has strong logical reasoning ability and can draw conclusions through a series of deduction and proof. They are good at using logical rules and theorems to decompose complex problems into simpler ones and gradually derive the final answers.
3. Creative thinking ability: Mathematical gods can often put forward novel ideas and methods to solve problems. They don't stick to the traditional problem-solving mode, but can flexibly use various mathematical tools and skills to find new ways to solve problems.
4. Deep thinking ability: Mathematical gods often think more deeply and comprehensively about problems. They will look at the problem from different angles and levels, consider the possibilities and special circumstances of the problem, and thus draw more accurate and comprehensive conclusions.
5. Perseverance: The great god of mathematics often has perseverance when solving difficult problems. They will not give up easily, but will keep thinking and trying until they find a solution to the problem or get a satisfactory answer.
In short, great mathematicians can better understand and solve problems through abstract thinking, logical reasoning, creative thinking, in-depth thinking and perseverance when solving mathematical problems, showing their outstanding mathematical talent.