Thomas Simpson

Thomas Simpson was an 18th-century mathematician known for his work in calculus and numerical analysis. He developed methods to improve the accuracy of approximating the area under curves, which are foundational to integral calculus. Simpson's rule, a technique named after him, allows for better estimations of integrals using parabolic approximations over small intervals. His contributions have helped in fields like engineering, physics, and economics by providing reliable ways to calculate complex quantities when exact solutions are difficult. Simpson's work is part of the broader development of mathematical tools used to analyze and interpret real-world problems.