Some important mathematical concepts, such as calculus, matrix theory, probability theory and statistics, are widely used in astronomy. For example, calculus can be used to study the speed, acceleration and orbital shape of celestial bodies; Matrix theory can be used to process the position and velocity data of celestial bodies; Probability theory and statistics can be used to analyze observation data and predict the behavior of celestial bodies.
In addition, mathematics has provided some revolutionary breakthroughs for astronomy. For example, Newton's law of universal gravitation and Kepler's law of planetary motion are all based on mathematical principles. These achievements not only promote the development of astronomy, but also promote the development of mathematics itself.
Therefore, astronomy and mathematics are inseparable. It can be said that mathematics is an important pillar and foundation of astronomy.