Angela Kunoth facts for kids
Angela Kunoth was born on June 22, 1963. She is a German mathematician. She studies how to solve complex math problems using computers. These problems often involve things that change over time or space. She is a professor at the University of Cologne. She also leads a science journal called SIAM Journal on Numerical Analysis.
Angela Kunoth's Journey in Math
Angela Kunoth started studying math in 1982. She went to Bielefeld University. She earned her first degree, called a diploma, in 1990. After that, she visited the University of South Carolina. She was a Fulbright Scholar, which is like getting a special scholarship to study abroad.
She then earned her doctorate degree in 1994. This is the highest university degree. She got it from the Free University of Berlin. Her main research project was about "Multilevel Preconditioning." Her teacher, Wolfgang Dahmen, helped her with this work.
After her doctorate, Angela Kunoth worked at several research places. These included SINTEF in Norway and the Weierstrass Institute in Berlin. She also worked at Texas A&M University and RWTH Aachen University.
In 1999, she became a professor at the University of Bonn. She earned another special degree in 2000. This degree, called a habilitation, allowed her to teach at a higher level. Her research for this degree was about "Wavelet Methods." These methods help solve math problems about shapes and changes.
In 2007, she became a full professor at Paderborn University. There, she led the math department for a few years. She also helped lead the faculty for electrical engineering. In 2013, she moved to the University of Cologne. She is now a professor there, focusing on applied mathematics.
In 2023, Angela Kunoth was chosen as a SIAM Fellow. This is a special honor for mathematicians. It means she is recognized for her important work in applied math.
Angela Kunoth's Book
Angela Kunoth wrote a book in 2001. It is called Wavelet Methods — Elliptic Boundary Value Problems and Control Problems. This book is based on her habilitation research. It helps explain how to use wavelet methods to solve difficult math problems.
