Past Member
Gisbert Wüstholz
Funding provided by the Fund for Mathematics
Affiliation
Mathematics
Field of Study
Number Theory, Transcendence Theory
From
–
Gisbert Wüstholz will continue to work on an adelic extension of Baker’s theory, one of the basic techniques in transcendence theory, in which there will be no multiplicity estimates any longer. A second research topic will deal with a 1-motive version of the Kontsevich conjecture on periods.
Dates at IAS
Member
School of Mathematics
–
Fall
Member
School of Mathematics
–
Visitor
School of Mathematics
–
Spring
Member
School of Mathematics
–
Spring
Degrees
Universitat Freiburg, Germany
Ph.D.
1978