有些青年人血气方刚.求知欲极强,为了迅速取得成绩,一开始就把学习和钻研的面选得很窄,却常常难以达到预想的结果。这是因为,知识的不同领域,科学研究对象的区分,它们之间并没有不可逾越的鸿沟,而是叶叶相覆盖,枝枝相交叉。就拿科学与艺术、数学与文学来说吧,似乎是风马牛不相及,然而它们的内蕴实际上却是相互渗透、辩证地沟通着的。所以,许多科学家、文学家、艺术家集一人之身就不是偶然的了。借助文学和艺术辅助科学研究,常常容易取得最佳效果。可以毫不夸大地说,较高的文学和艺术素养,正是许多学者成为科学界精英的重要条件之一。这不仅因为科学研究成果需要用通顺、优美的文字表达出来。而且还因为科学研究本身就是一种艺术。 法国数学家柯西,自幼就表现出了惊人的数学才华,使大数学家拉格朗日也为之惊叹不已。但是,拉格朗日认为,发现一个数学天才,不仅要注意使这个天才不被埋没,而且还要注意使他的文学素养与数学才能协调起来,而柯西的文学素养和他 Some young people are fiercely ignorant and have a high degree of curiosity. In order to achieve rapid results, they have narrowed the scope of study and research from the outset, but often they find it hard to achieve the desired results. This is because there are no insurmountable gaps between the different fields of knowledge and the objects of scientific research. Instead, they are covered with leaves and branches and branches intersect. Take science and art, mathematics and literature as an example, they seem to be irrelevant. However, their inherent meaning is actually mutual infiltration and dialectical communication. Therefore, it is not by chance that many scientists, writers and artists gather together. With literature and art aided in scientific research, it is often easy to get the best results. It is no exaggeration to say that higher literary and artistic accomplishments are just some of the important conditions that many scholars have become elites in the scientific community. This is not only because scientific research needs to be fluent and beautifully expressed. But also because science itself is an art. Cauchy, a French mathematician, has shown an amazing mathematical talent since childhood, making Laguardi, the great mathematician, amazed. However, Lagrange believes that the discovery of a mathematical genius, not only to pay attention to make this genius is not buried, but also pay attention to his literary accomplishments and mathematical ability to reconcile, and Cauchy’s literary accomplishments and his