The Contribution of Jean Fourier to Mathematics

Mr. Jean Fourier was a young man born March 21st in 1768. He was born in France, where he soon joined the armed forces, but this was his main aspiration.

So because of his unremarkable family foundation he wasn’t able do as such. He went to a church where he felt as if he could teach and take his honors. There he taught many students the math arithmetic way to explain the knowledge of what he knows. Fourier’s life was seiged during the middle of the insurgency in which France was starting to expand in 1787. Fourier tried to figure out many ways on he can figure out the size of the Earth. So he applied math to figure out his findings.

And then He tried to apply the same knowledge by trying to find the distance from the sun, and it made him think a little bit. So Fourier he said how can our Earth be cool if it was separated from the sun. So this was a question he wanted to know.

This man wanted to apply all the principles he could to figuring out this question. . So he wondered how was our planet absorbing so much heat? So he suggested that watching how it kept getting extra warmth. Jean assumed that there was a traveling radiation near us that caused the temperature to increase. But to him he said, our Earth's climate served as a protector that shields it from outside radiations and different harmful variables in which this would be adding to its breaking point. Fourier's proposition is presently known as a global impact.

Fourier was trying to find a way that could determinate the conditions, but he couldn't finish his life’s creation before his passed away. He created the Fourier Series and its views on warm exchange including vibrations. In honoring Jean’s work the Fourier change and Law were named after him. Fournier had become one of the most famous mathematicians in all of ages. He pointed out how the production of heat inside a strong body might be examined as far as numerical arrangement currently called the Fourier arrangement. Far rising above certain specific subject’s that deals with warmth of conduction, his work showed research in numerical material of science, which has since been regularly related to the arrangement of limit esteem issues, including numerous normal events, for example, sunspots, tides, and climate.

Jean’s work has been a great but positive motivation towards “theory of functions of real variables”, because it is a part of one of the main branches of modern math. His work has helped us established the true meaning of the arithmetic way. Without his teaching it would be hard to understand certain formulas a views on certain aspects of math. His teaching continues to evolve and be used around the world, because he was so proficient in math. He helped his students understand his teaching in every way.