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Mats Andersson is a professor at the University of Gothenburg specializing in the theory of complex variables, with particular interests in multivariable residue theory applied to geometric and commutative algebraic problems. His work frequently addresses topics such as proper intersections and singular analytic spaces, in addition to the exploration of residue currents and Koppelman formulas within various mathematical contexts. Over the years, he has made significant contributions to the field, evidenced by a series of publications in prestigious mathematical journals, including 'Journal of Geometric Analysis', 'Annales de l'Institut Fourier', and 'Mathematische Zeitschrift'. His research involves collaborative projects with notable mathematicians, focusing on the extension of holomorphic functions and understanding complex Monge-Ampère operators in relation to analytic spaces. Throughout his career, he has participated in various mathematical conferences and has been involved in editing works that bridge analysis with geometry, solidifying his status as a key figure in the study of complex variables.
University of Gothenburg • Gothenburg, Sweden
Leading research and teaching in complex variables and associated fields.
Administered by the Department of Political Science; focus on International Administration and Global Governance (IAGG).