as a student, i once wrote a读后感 about "the father of mathematics," which was called the "master of algebra." the book, named "the father of algebra," told a story of many great mathematicians. among them are pythagoras, archimedes, leibniz, jacobi, lagrange, euler, chevron, riemann, carl friedrich gauß, and pierre de fermat.
i found it fascinating how each mathematician's contributions were so significant in the history of math. one that stood out was pierre de fermat, who made a conjecture about numbers without exceptions. when i read this story, it made me reflect on how much progress we've made since his time. fermat's last theorem, for example, became a famous unsolved problem until 1994.
the book also introduced me to the concept of infinity and its paradoxical nature. the article even gave insight into pierre de fermat's life: after a long struggle in writing his notes, he took time to reflect on the idea that infinity is not something to be feared but rather a necessary truth.
when i finished reading this story, it made me think of many aspects of math. mathematics has always been about patterns and relationships, and even though I enjoy solving equations, I remember pierre de fermat's quote: "i am a beginner, not a master. my journey is only beginning."
reading the book helped me understand why so much effort is required in scientific research. every step of the way needs precision and patience to achieve meaningful results.
i also realized that even though I'm great at problem-solving, I don't always see the bigger picture until it's too late. pierre de fermat's quote about infinity reminded me of that: "even if you can't solve a problem, maybe you can look at its components and understand them better."
when i finished this reading, i was more excited to dive deeper into mathematics. the book showed that it is an ever-evolving field, with new discoveries shaping what we know today.
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