Angela Kunoth

From Wikipedia, the free encyclopedia

Angela Kunoth (born 22 June 1963)[1] is a German mathematician specializing in the numerical analysis of partial differential equations. She is a professor of mathematics at the University of Cologne,[2] and the editor-in-chief of SIAM Journal on Numerical Analysis.[3]

Education and career[]

Kunoth studied mathematics at Bielefeld University beginning in 1982, and earned a diploma there in 1990. After visiting the University of South Carolina as a Fulbright Scholar, she completed a doctorate (Dr. rer. nat.) at the Free University of Berlin in 1994.[4] Her dissertation, Multilevel Preconditioning, was supervised by Wolfgang Dahmen.[5]

After research positions at SINTEF in Norway, at the Weierstrass Institute in Berlin, at Texas A&M University, and at RWTH Aachen University, she became an associate professor at the University of Bonn in 1999, and earned a habilitation through RWTH Aachen in 2000 with the habilitation thesis Wavelet Methods for Minimization Problems Involving Elliptic Partial Differential Equations. She moved to Paderborn University as a full professor and chair of complex systems in 2007, and at Paderborn served as director of the mathematical institute and vice-dean of the faculty for electrotechnics from 2010 to 2012. She moved again to the University of Cologne as professor and chair for applied mathematics in 2013.[4]

Book[]

Kunoth is the author of the monograph Wavelet Methods — Elliptic Boundary Value Problems and Control Problems (Springer, 2001), a book version of her habilitation thesis.[6]

References[]

  1. ^ Birth date from Library of Congress catalog entry, retrieved 2020-05-27
  2. ^ "Angela Kunoth, Prof. Dr.", Staff, University of Cologne, Department of Mathematics and Computer Science, Division of Mathematics, retrieved 2020-05-27
  3. ^ "Editorial board", SIAM Journal on Numerical Analysis, SIAM, retrieved 2020-05-27
  4. ^ Jump up to: a b Short curriculum vitae, retrieved 2020-05-27
  5. ^ Angela Kunoth at the Mathematics Genealogy Project
  6. ^ Reviews of Wavelet Methods: Rémi Vaillancourt, Zbl 1011.65080; Peter G. Binev (2002), MR1852351

External links[]

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