Noncommutative Geometry and Index Theory

Location

MERIDA_MEXICO
,
Mexico

Dates

to

Presentation

The autumn school will show recent developments in index theory in connection with noncomuutative geometry and global analysis. The scientific programme will include topics related to Secondary index theory, index theory for manifolds with singularities, Lie groupoid’s techniques in index theory and methods from topological K-Theory and noncommutative geometry.

Administrative and scientific coordinators

Noe Barcenas Torres (Universidad Nacional Autónoma de México,
Mexico
,
barcenas@matmor.unam.mx
)
Paulo Carrillo Rouse (Université de Toulouse,
France
,
paulo.carrillo@math.univ-toulouse.fr
)

Scientific program

Course 1: "Algebroids and Groupoids in Index Theory and Differential Geometry", Claire Debord (Université de Clermont, France)

Course 2: "Geometric description of operators via noncommutative geometry, applications to index theory for singular manifolds", Jean-Marie Lescure (Université de Clermont, France)

Course 3: "Noncommutative Geometry and Index theory, history, methods, advances and perspectives", Georges Skandalis (Université Paris Diderot, France)

Course 4: "Index Theory and Positive scalar curvature", Michael Joachim (University of Muenster, Germany)

Course 5: "To be announced", Thomas Schick (University of Goettingen, Germany)

Course 6: "Noncommutative Geometry and Conformal Geometry", Hang Wang (University of Adelaide, Australia)

Website of the school

http://archive.schools.cimpa.info/archivesecoles/Merida2018/noncommutativegeome…

How to participate

For registration and application to a CIMPA financial support, follow the instructions given here. 

Deadline for registration and application:  July 29, 2018.