Hi everyone,
two further updates on Edith's talk:
1. Because we expect somewhat higher turnout for Edith's talk than
usual theory seminars, we have updated the venue to GCS 107 (GCS
Boardroom).
2. We now have a Zoom link for those who cannot attend in person:
https://usc.zoom.us/j/93629307107?pwd=UmDc70ngowbilGl50tQEns7l3YtwAN.1
So here is the updated summarized information:
Time: Thursday, 03/19, 12:00 noon.
(This is the start of the talk, different from our usual "meet at
12:00, start at 12:30" Lunch in Theory schedule)
Location: GCS 107
(This might also make it easier for our friends from other departments
to actually get to the seminar room.)
Zoom link:
https://usc.zoom.us/j/93629307107?pwd=UmDc70ngowbilGl50tQEns7l3YtwAN.1
Title, speaker and abstract as below.
>> Hi all,
>>
>> Please join us for▒Lunch▒in▒Theory▒this Wednesday, 03/18 at 12:00 PM in GCS
>> 302c. This week we have▒Edith Elkind presenting! Please find the title and
>> abstract attached.
>>
>> Reminder: Please bring your own▒lunch, as▒lunch▒will not be provided.
>>
>> Best,
>> Devansh
>
>> Title: Fair and efficient bus stop allocation
>> Abstract: We consider a stylized formal model of public transportation,
>> where a set of agents need to travel along a given road, and there is
>> a▒bus▒that runs the length of this road. Each agent has a left terminal and
>> a right terminal between which they wish to travel; they can walk all the
>> way, or walk to/from the nearest▒stop and use the▒bus▒for the rest of their
>> journey. The▒bus▒can make a fixed number of stops, and the planner needs to
>> select locations for these stops. We study notions of efficiency and
>> fairness for this setting. We give a polynomial-time algorithm for computing
>> a solution that minimizes the total travel time; our approach can capture
>> further extensions of the base model, such as more general cost functions or
>> existing infrastructure. Further, we develop a polynomial-time algorithm
>> that outputs solutions with provable fairness guarantees (such as a variant
>> of the justified representation axiom or $2$-approximate core). We then
>> explore whether our results can be extended to tree networks.▒
>>
>> Based on joint work with Martin Bullinger and Mohamad Latifian (AAMAS'25)
>> and work in progress with Martin Bullinger, Mehrad Abbaszadeh and Arash
>> Norozzade.