Collaboration and Multitasking in Networks: Architectures, Bottlenecks, and Capacity
نویسندگان
چکیده
M by the trend toward more collaboration in work flows, we study networks where some activities require the simultaneous processing by multiple types of multitasking human resources. Collaboration imposes constraints on the capacity of the process because multitasking resources have to be simultaneously at the right place. We introduce the notions of collaboration architecture and unavoidable bottleneck idleness to study the maximal throughput or capacity of such networks. Collaboration and multitasking introduce synchronization requirements that may inflict unavoidable idleness of the bottleneck resources: even when the network is continuously busy (processing at capacity), bottleneck resources can never be fully utilized. The conventional approach that equates network capacity with bottleneck capacity is then incorrect because the network capacity is below that of the bottlenecks. In fact, the gap between the two can grow linearly with the number of collaborative activities. Our main result is that networks with nested collaboration architectures have no unavoidable bottleneck idleness. Then, regardless of the processing times of the various activities, the standard bottleneck procedure correctly identifies the network capacity. We also prove necessity in the sense that, for any nonnested architecture, there are values of processing times for which unavoidable idleness persists. The fundamental trade-off between collaboration and capacity does not disappear in multiserver networks and has important ramifications to service-system staffing. Yet, even in multiserver networks, a nested collaboration architecture still guarantees that the bottleneck capacity is achievable. Finally, simultaneous collaboration, as a process constraint, may limit the benefits of flexibility. We study the interplay of flexibility and unavoidable idleness and offer remedies derived from collaboration architectures.
منابع مشابه
Online Supplement to Collaboration and Multitasking in Networks: Architectures, Bottlenecks and Capacity
needed. Now assume we construct the required network for all network sizes less than or equal to I−1. We next add an activity (numbered I) as follows. For each node i in the current graph (a total of I − 1 nodes) create a (new) resource ki, assign it to activity i and add it to K (before this step K = 3 + ∑I−2 i=3 i). Assign all these new resources to the new activity I. That is, R({I}) is the ...
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ورودعنوان ژورنال:
- Manufacturing & Service Operations Management
دوره 17 شماره
صفحات -
تاریخ انتشار 2015