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Karine Beauchard facts for kids

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Karine Beauchard, born on November 27, 1978, is a mathematician from France. She is famous for her work in control theory. This is a field that studies how to make systems behave the way you want them to. She teaches as a professor at the École normale supérieure de Rennes. She also gave special lectures at the Collège de France in 2007 and 2008.

Her Journey in Mathematics

Karine Beauchard started her studies at a special school called École normale supérieure Cachan in 1999. She studied there until 2003. In 2002, she passed a big exam called the agrégation. This exam allows people to teach in French high schools and universities.

In 2003, she earned a master's degree in numerical analysis from Pierre and Marie Curie University. Numerical analysis is about solving math problems using computers. She then continued her studies and earned her doctorate degree in 2005. Her research was about controlling and stabilizing special math equations.

She worked at Cachan from 2005 to 2006. After that, she became a researcher at CNRS, which is a big French science organization. She worked there until 2014. In 2014, she became a professor at the École normale supérieure de Rennes, where she teaches today.

Awards and Special Recognition

Karine Beauchard has received several important honors for her math work.

Peccot Lecturer

From 2007 to 2008, she was a Peccot Lecturer at the Collège de France. This is a very special honor. It means she was invited to give a series of important talks. Her talks were about how to control Schrödinger equations, which are used in quantum physics.

Michel-Monpetit Prize

In 2017, she won the Michel-Monpetit Prize [fr]. This is a science award given by the French Academy of Sciences. It recognizes important contributions to science.

Institut Universitaire de France

In 2018, she became a junior member of the Institut Universitaire de France. This group includes some of the best university researchers in France. Being a member means her research is recognized as outstanding.

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