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charset="Windows-1252" Content-Transfer-Encoding: quoted-printable Topology, representation theory and higher structures Newton Institute Satellite programme Sabhal Mor Ostaig - Isle of Skye, Scotland This is the first announcement for a 4-week satellite programme of the Newt= on Institute that will take place in the Gaelic college Sabhal Mor Ostaig o= n the Isle of Skye. The first two weeks are designed for collaborative research on the themes o= f the programme, with minimal planned activities. We can host up to 40 part= icipants during these two weeks. Week 3 will be a workshop targeted at younger mathematicians and others who= are interested in learning about the themes of the programme. Two-hour int= roductory talks will be given every morning during this week. Afternoon con= tributed talks by the participants will be solicited at a later stage. The = following mathematicians have agreed to give the introductory talks: Julie Bergner (Homotopy Theory) Bernhard Hanke (Geometry) Markus Linkelmann (Representation Theory) Christoph Schweigert (Quantum Algebra) Karen Vogtman (Geometric Group Theory) Week 4 will be an international conference, with morning plenary talks and = contributed afternoon sessions. The following mathematicians will give plen= ary talks: Tobias Barthel (Homotopy Theory) Diarmuid Crowley (Geometry) Pavel Etingof (Quantum Algebra) Kathryn Hess (Homotopy Theory) Srikanth Iyengar (Quantum Algebra) Dominic Joyce (Geometry) Kathryn Mann (Geometric Group Theory) Julie Plavnik (Representation Theory) Andrew Putman (Geometric Group Theory) Catharina Stroppel (Representation Theory) The registration link ( https://forms.gle/R7ihUWEbK7wGCrcbA) and more information about the progr= amme can be found at https://www.newton.ac.uk/event/trh/ which will b= e updated regularly. Registration will close on 31st January 2024. Because of space limitations = at the venue, we might not be able to accommodate all applicants. We will r= espond to all applications in early February, after the registration deadli= ne. Childcare for children age 4 and below may be available. Participants who w= ish to use this service should register as soon as possible and check the r= elevant box in the registration form. We expect to be able to support all participants in full or in part, with p= riority given to early career researchers. Free transportation to and from = the venue to Glasgow will be arranged once a week with arrivals planned on = Sunday and departures on Saturday. We might also be able to provide transpo= rt on Saturday - to be confirmed. For any questions, please contact one of the organisers. The organising committee Tara Brendle (Glasgow) tara.brendle@glasgow.ac.uk Ran Levi (Aberdeen) r.levi@abdn.ac.uk Ehud Meir (Aberdeen) ehud.meir@abdn.ac.uk Simona Paoli (Aberdeen) simona.paoli@abdn.ac.uk Ana Ros Camacho (Cardiff) roscamachoa@cardiff.ac.uk Markus Upmeier (Aberdeen) markus.upmeier@abdn.ac.uk The University of Aberdeen is a charity registered in Scotland, No SC013683= . Tha Oilthigh Obar Dheathain na charthannas cl=E0raichte ann an Alba, =C0ir.= SC013683. You're receiving this message because you're a member of the Categories mai= ling list group from Macquarie University. To take part in this conversatio= n, reply all to this message. View group files | Leave group | = Learn more about Microsoft 365 Groups --_000_AS8PR04MB7909463F60F8BE41BF890E31ADB9AAS8PR04MB7909eurp_ Content-Type: text/html; charset=WINDOWS-1252 Content-Transfer-Encoding: quoted-printable

= Topology, representation theory and high= er structures

Newton Institute Satellite programme=  

Sabhal Mor Ostaig - Isle of Skye, Sc= otland

 

This is the first announcement for a 4-week s= atellite programme of the Newton Institute that will take place in the Gael= ic college Sabhal Mor Ostaig on the Isle of Skye. 

 

The first two weeks are designed for collabor= ative research on the themes of the programme, with minimal planned activit= ies. We can host up to 40 participants during these two weeks.

 

Week 3 will be a workshop targeted at younger= mathematicians and others who are interested in learning about the themes = of the programme. Two-hour introductory talks will be given every morning during this week. Afternoon contributed talks = by the participants will be solicited at a later stage. The following = mathematicians have agreed to give the introductory talks: 

 

Julie Bergner (Homotopy Theory)

Bernhard Hanke (Geometry)

Markus Linkelmann (Representation Theory)

Christoph Schweigert (Quantum Algebra)=

Karen Vogtman (Geometric Group Theory)=

 

Week 4 will be an international conference, w= ith morning plenary talks and contributed afternoon sessions. The following= mathematicians will give plenary talks:

 

Tobias Barthel (Homotopy Theory)

Diarmuid Crowley (Geometry)

Pavel Etingof (Quantum Algebra)

Kathryn Hess (Homotopy Theory)

Srikanth Iyengar (Quantum Algebra)

Dominic Joyce (Geometry)

Kathryn Mann (Geometric Group Theory)<= /p>

Julie Plavnik (Representation Theory)<= /p>

Andrew Putman (Geometric Group Theory)=

Catharina Stroppel (Representation Theory)

 

The registration link (
https://forms.gle/R7ihUWEbK7wGCrcbA) and more information about the progra= mme can be found at https://www= .newton.ac.uk/event/trh/ whic= h will be updated regularly.

 

Registration will close on 31st January 20= 24. Because of space limitations at the venue, we might not be able to acco= mmodate all applicants. We will respond to all applications in early February, after the registration deadline.

 

Childcare for children age 4 and below may be= available. Participants who wish to use this service should register as so= on as possible and check the relevant box in the registration form.

 

We expect to be able to support all participa= nts in full or in part, with priority given to early career researchers. Fr= ee transportation to and from the venue to Glasgow will be arranged once a week with arrivals planned on Sunday and departure= s on Saturday. We might also be able to provide transport on Saturday - to = be confirmed. 


For any questions, please contact one of the = organisers. 

 

The organising committee


Tara Brendle (Glasgow)  tara.brendle@glasgow.ac.uk

Ran Levi (Aberdeen) r.levi@abdn.ac.uk

Ehud Meir (Aberdeen) ehud.meir@abdn.ac.uk

Simona Paoli (Aberdeen) simona.paoli@abdn.ac.uk<= /p>

Ana Ros Camacho (Cardiff) roscamachoa@cardiff.ac.uk

Markus Upmeier (Aberdeen) markus.upmeier@abdn.ac.uk



The University of Aberdeen is a charity registered in Scotland, No SC013683= .
Tha Oilthigh Obar Dheathain na charthannas cl=E0raichte ann an Alba, =C0ir.= SC013683.
 
 
You're receiving this message because you're a member of the Categories mai= ling list group from Macquarie University. To take part in this conversatio= n, reply all to this message.
 
View group files   |   Leav= e group   |&n= bsp;  Learn more about Microsoft 365 Groups
 
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