Astrid an Huef (Victoria University of Wellington)
Sara Arklint (University of Copenhagen)
Karen Strung (Radboud University)
Dilian Yang (University of Windsor)
About WOA: Women in Operator Algebras 2018
The WOA: Women in Operator Algebras workshop will take place at the Banff International Research Station, in Banff, Canada, 4-9 November 2018. The workshop is partially supported by NSF-HRD 1500481 – AWM ADVANCE grant and the Compositio Foundation.
3 June 2019: The Association for Women in Mathematics is working to complete an evaluation project associated with a NSF ADVANCE grant that supported our Women in Operator Algebras workshop and many other Research Collaboration Conferences for Women. In addition to the survey that many of you took, the evaluation team would like to collect information on your professional accomplishments and careers, most of which likely appears on your CV or resume. If you have yet upload your CV, they request that you do so here: https://www.surveymonkey.com/r/AWM_accomlishments. Providing your CV will benefit the ADVANCE grant evaluation team and the Association for Women in Mathematics.
29 January 2019 update:
The final report for WOA@BIRS 2018 is now available!
9 November 2018 updates:
For those looking for opportunities to meet again with their groups, here is a list of possible venues. Most programs are for 2-4 researchers.
9 October 2018 updates:
The schedule is now available! (You may be required to log in.)
The conference is coming up quickly! It’s already snowed in Banff, so make sure you pack accordingly. Banff, Alberta Weather.
Reminder that if you are now unable to attend, please inform the organisers as soon as possible, as we currently have a waiting list.
25 September 2018 updates:
10 September 2018 updates:
We are pleased to announce we have received some additional funding from Foundation Compositio Mathematica to aid in travel support for participants.
15 August 2018 updates:
-If you have been invited to participate in the workshop but will not be attending, please let the organisers know as soon as possible. This will allow us to invite someone in your place and allow them to have enough time to prepare.
-We would also like to encourage people to start discussing projects. We want to finalise the distribution of participants amongst the projects by the end of August or very early September! You can log into the BIRS site to see a list of participants.
-If you think you may need support with travel funding, please let the organisers know. Unfortunately, we don’t have a lot of funding at the moment, however we are still in the process of applying for support so it is useful for us to know how much is required. Also, we can try to help you with finding local funding sources.
How do I get to Banff International Research Station?
The main objectives of the workshop are for women in operator algebras to pursue cutting-edge collaborative research and to establish a network of women working in the field.
The focus of the workshop is on research in groups. Our groups of 4–7 will be led by 2 co-leaders.
Prior to the workshop, the co-leaders will design a research project, and provide background reading and references for their group.
For more details about specific projects, please contact an associated (co-)leader.
1. Quantum majorization in infinite-dimensional Hilbert Space
Project leader: Sarah Plosker
Familiarity with quantum information theory would be helpful but is not required
2. Nuclearity of C*-algebras of quasi-lattice ordered groups
Project leader: Astrid an Huef
Some knowledge of the C*-algebras of groupoids and/or graphs would be helpful.
3. Equilibrium states on semigroup C*-algebras and groupoids
Project co-leaders: Nadia Larsen and Zahra Afsar
Some knowledge of groupoids, semigroups and/or KMS states would be helpful.
4. Weyl groupoids and Cartan subalgebras for twisted k-graph C*-algebras
Project co-leaders: Elizabeth Gillaspy and Sarah Reznikoff
Some knowledge of Cartan subalgebras and/or C*-algebras of directed graphs, k-graphs and groupoids would be helpful.
6. Twisted groupoid algebras and Cartan subalgebras
Project leader: Lisa Orloff Clark
Some knowledge of Cartan subalgebras, Steinberg algebras and/or C*-algebras of groupoids would be helpful.
7. Crossed products, large subalgebras, and structural properties
Project co-leaders: Dawn Archey and Kun Wang
Some knowledge of crossed product C*-algebras and structural properties such as real rank zero, stable rank one, and finite nuclear dimension would be helpful.
8. Quasidiagonality and crossed products by C*-correspondences
Project co-leaders: Karen Strung and Marzieh Forough
Some knowledge of crossed product C*-algebras, C*-correspondences and structural and the classification programme would be helpful.
We have invited approximately half of the 42 participants to begin to develop the projects. In effort to avoid the problem of only inviting those that were “seen at the last conference” (which is precisely what often results in women being overlooked!), we have invited expressions of interest from other potential participants. As of 16 July 2018, we only have places available on the waiting list. However, you are welcome to get in touch! We also encourage any woman in operator algebras to add their name here.
Participants should be willing and able to contribute actively to one of the research projects listed below or be willing and able to lead an operator algebras project not already listed. For this reason, preference will be given to established researchers who have already completed their PhD research.
We invite potential participants to submit a CV and a letter of intent to Karen Strung (email@example.com) or Astrid an Huef (firstname.lastname@example.org), which will be shared with the conference organisers and project leaders. To be given full consideration, please let us know you are interested by 16 July, 2018.
The letter of intent should:
-express how the researcher’s expertise can be used with respect to particular projects (please indicate a first and second choice)
-should propose a project, under the broad scope of operator algebras, which she would be willing to lead. In this case, it would be helpful to propose potential coleaders and/or collaborators.