The Milky Way is a unique testbed for theories of galaxy
formation and evolution. Especially the stellar halo is amenable to
studies into our galaxy’s past both because it contains some of the
oldest stars and because the dynamical timescales are...
“The European Qur’ān” (EuQu: https://euqu.eu/) is an ongoing project
funded by a Synergy Grant of the European Research Council (ERC),
dedicated to the important place of the Muslim holy book in
European cultural and religious history. From the 12th...
“The European Qur’ān” (EuQu: https://euqu.eu/) is an ongoing project
funded by a Synergy Grant of the European Research Council (ERC),
dedicated to the important place of the Muslim holy book in
European cultural and religious history. From the 12th...
“The European Qur’ān” (EuQu: https://euqu.eu/) is an ongoing project
funded by a Synergy Grant of the European Research Council (ERC),
dedicated to the important place of the Muslim holy book in
European cultural and religious history. From the 12th...
“The European Qur’ān” (EuQu: https://euqu.eu/) is an ongoing project
funded by a Synergy Grant of the European Research Council (ERC),
dedicated to the important place of the Muslim holy book in
European cultural and religious history. From the 12th...
“The European Qur’ān” (EuQu: https://euqu.eu/) is an ongoing project
funded by a Synergy Grant of the European Research Council (ERC),
dedicated to the important place of the Muslim holy book in
European cultural and religious history. From the 12th...
“The European Qur’ān” (EuQu: https://euqu.eu/) is an ongoing project
funded by a Synergy Grant of the European Research Council (ERC),
dedicated to the important place of the Muslim holy book in
European cultural and religious history. From the 12th...
This is the second in a series of talks on "two realizations."
We discuss equivariantization and de-equivariantization for a
group GG, which relate categories with GG-actions and
categories with RepG-actions, and how this relates to the notion
of...
We show that the direct product of an infinite, finitely
generated Kazhdan Property (T) group and a finitely presented, not
residually finite amenable group admits no sofic approximation by
expander graphs. Joint work with Andreas Thom.
