1. AUGUSTIN LOUIS CAUCHY

2. Augustin Louis Cauchy was born in 21 Agust 1789 in Paris.He developed the theory of complex functions in 1814. Today, it is known as a famous theorem of Cauchy's theorem proved by expressing. In 1815, a theory proved Fermat. Containing the spread of the waves on the theory of liquids Academy in 1816 and he received the award for his work. In 1825 he analyze the teacher and became a professor at Polytechnique.

3. Developed by mathematicians from all over Europe came to learn.He elected president of the Academy in 1816. Since 1816 began teaching algebra and mechanics.He was appointed professor of mathematical astronomy in Paris Faculty of Science and continued in this position until 1852. Cauchy is the creator of the theory of functions of a complex variable. He described the curvilinear integral. it is proved that the basic features.

5. Firstly he described the curvilinear integral. it is proved that the basic features. The second group study series expansion of functions and complex concepts viewed.Cauchy organized by the mathematical theory of elasticity in the direction of the mechanical.He facilitated and developed the theory of errors in astronomical calculations.

6. Its functions include innovations in theory: Cauchy - Riemann equations, Cauchy's theorem, Cauchy's integral formula, Cauchy principal value This is quite useful inventions mentioned relations.

7. Cauchy’s Integral Theorem:

8. Finally,Cauchy brought important theorems of mathematics into the world.He died in 23 May 1857. MCS193 Term Project Prepared by: Merve ÇAKIR 21 May 2013