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数学天才拉玛努金(Ramanujin, the math genius).doc

发布:2017-07-18约8.37千字共6页下载文档
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数学天才拉玛努金(Ramanujin, the math genius) Mathematical genius ramanujin On December 22, 1962, India issued a commemorative stamp. The stamp was issued to commemorate the 75th anniversary of the birth of the Indian national treasure ramanujin. On December 22, 1887, rama Mr Kim is a declining poverty brahmin family, was born in south India had no university education, self-taught and hard to study math, went on to become a famous international mathematicians. My father is a clerk in a cloth shop. He spent most of his childhood in his grandmothers house. He had been fond of thinking since he was little, and had asked his teacher about the distance between the shining constellations in the sky and the length of the earths equator. At the age of twelve, I began to have an interest in mathematics, and once asked the high class, what is the highest truth of mathematics? At that time, the classmate told him that the pythadolas theorem (that is, the shang gao theorem) was a representative, which aroused his interest in geometry. One day a teacher said, thirty fruits are divided equally among thirty, and each one receives one. The same fourteen fruit is divided equally among fourteen people, and each one has one fruit. From here the teacher came to the conclusion that any number given to himself is one. Lamanujin felt wrong and immediately stood up and asked, does everyone get one? These wonderful digital properties drew his attention, and almost at this time he did his own research on the properties of the geometric series. At the age of thirteen, gaos classmates lent him a book called trigonometry by Loney, and he quickly solved the problem of the whole book. The next year he got the infinite series of sine and cosine function expansion, then he knows this is the famous eulers formula, his heart was a little disappointed, so the results of their draft, secretly on the roof in the back room. When he was fifteen, his friend lent him a book, the basic results of pure mathematics an
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