Mark Gockenbach

Mark Gockenbach serves as Professor and Department Chair of the Department of Mathematical Sciences within the College of Arts & Sciences at the University of Delaware. He joined UD in 2020 after spending 21 years at Michigan Technological University, where he served as department chair for the final 14 years of his tenure. His academic career demonstrates a strong commitment to both administrative leadership and scholarly research in mathematical sciences.

Professor Gockenbach's research primarily focuses on numerical analysis with special emphasis on inverse problems. His scholarly work spans singular value expansions, Tikhonov regularization techniques, elastography inverse problems, and numerical methods for partial differential equations. His publication record shows consistent productivity from 2010 through 2020, with particular concentration on mathematical approaches to inverse problems with applications in medical imaging and elasticity. His work bridges theoretical mathematics with practical applications in scientific computing and medical diagnostics.

The analysis of his recent publications reveals a strong thematic focus on developing and analyzing numerical methods for solving inverse problems. His work frequently addresses stability issues, error estimation, and parameter selection in regularization techniques. The research shows progression from theoretical foundations of singular value decompositions to practical applications in medical imaging, particularly in tumor identification through elastography techniques. His scholarly output demonstrates both depth in mathematical theory and relevance to real-world applications.

While specific awards are not mentioned in the available information, Professor Gockenbach's sustained research productivity and leadership roles indicate significant professional recognition. His extensive publication record in reputable journals reflects standing within the mathematical community.

As Department Chair, Professor Gockenbach oversees all departmental operations while maintaining his research program. Though his administrative duties have reduced his teaching load, he previously taught a wide range of courses including calculus, linear algebra, differential equations, complex variables, and numerical methods for partial differential equations. His textbook publications suggest a strong commitment to mathematical education alongside his research activities.