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Queues with abandonment #98

@djordon

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@djordon

Hi Daniel,

Sorry for the late response.

I am trying to simulate the settings in this paper. Here they assume the customer patience time has a general distribution, where customers would not wait longer than a random variable she draws from the assumed distribution. In other words (quote from the paper):

Associated with each arriving caller there is a generally distributed patience time τ with a common distribution G. An arriving customer encounters an offered waiting time V, defined as the time that this customer would have to wait given that her or his patience is infinite. If the offered wait exceeds the customer’s patience time, the call is then abandoned, otherwise, the customer awaits service. In both cases, the actual waiting time W is equal to min(V, τ).

To answer your questions I would thus say:

  1. What information needs to be retained when an agent abandons the queue?
    The wait time of the customer needs to be retained I think.
  2. What factors influence abandonment, and which ones should be built in? Do long lines influence abandonment? What about wait time?
    I would say doing it as the paper suggests is pretty intuitive. Here we have an invisible queue (like a call center) and the customer abandons when her wait time in the queue surpasses her patience.
  3. Where do the agents go in a network after a queue is abandoned? Can they return?
    Let's assume a non-orbiting queue, where the customer abandons and does not return.

Please do let me know if I can be of any help with improving the package to take care of this issues.

Best,
Saman Lagzi
Assistant Professor | Operations & Decision Sciences
Wilfrid Laurier University | Lazaridis School of Business & Economics


Originally posted by @saman-lagzi in #95 (comment)

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