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Redundancy scheduling with scaled Bernoulli service requirements
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Redundancy scheduling with scaled Bernoulli service requirements (2019)Redundancy scheduling with scaled Bernoul…On the Stability of Redundancy Models (2021)On the Stability of Redundanc…A Token-Based Central Queue with Order-Independent Service Rates (2021)A Token-Based Central Queue w…On a unifying product form framework for redundancy models (2018)On a unifying product form fr…Redundancy-d: The Power of d Choices for Redundancy (2017)Redundancy-d: The Power of d …A Better Model for Job Redundancy: Decoupling Server Slowdown and Job Size (2017)A Better Model for Job Redund…Queueing with redundant requests: exact analysis (2016)Queueing with redundant reque…When Do Redundant Requests Reduce Latency? (2015)When Do Redundant Requests Re…Reducing Latency via Redundant Requests (2015)Reducing Latency via Redundan…Applied Probability and Queues (2003)Applied Probability and QueuesThreshold-based priority policies for parallel-server systems with affinity scheduling (2001)Threshold-based priority poli…Applied Probability and Queues (1987)Applied Probability and QueuesResource pooling in queueing networks with dynamic routing (1992)Heavy traffic analysis of a system with parallel servers: asymptotic optimality of discrete-review policies (1998)Heavy traffic resource pooling in parallel‐server systems (1999)Compensating for Failures with Flexible Servers (2007)Design heuristic for parallel many server systems (2018)Assigning spontaneous volunteers to relief efforts under uncertainty in task demand and volunteer availability (2020)Boundary Value Problems in Queueing System Analysis (1983)Two Parallel Queues Created by Arrivals with Two Demands I (1984)Approximate analysis of fork/join synchronization in parallel queues (1988)FCFS Parallel Service Systems and Matching Models (2017)Product forms for FCFS queueing models with arbitrary server-job compatibilities: an overview (2020)Scalable Load Balancing in Networked Systems: A Survey of Recent Advances (2022)The power of two choices in randomized load balancing (2001)Asymptotic independence of queues under randomized load balancing (2012)The Power of Slightly More than One Sample in Randomized Load Balancing (2017)On a Generalized M/G/1 Queuing Process in Which the First Customer of Each Busy Period Receives Exceptional Service (1964)Stochastic Decompositions in the M/G/1 Queue with Generalized Vacations (1985)Open problems in queueing theory inspired by datacenter computing (2021)Heavy-Traffic Limits for Queues with Many Exponential Servers (1981)Performance Modeling and Design of Computer Systems: Queueing Theory in Action (2013)Directed FCFS infinite bipartite matching (2020)Stochastic Networks and Queues (2003)Stability of queueing networks (2008)Stability properties of constrained queueing systems and scheduling policies for maximum throughput in multihop radio networks (1992)Dynamic server allocation to parallel queues with randomly varying connectivity (1993)Asset Pricing with Heterogeneous Consumers (1996)Redundancy scheduling with scaled Bernoulli service requirements (2019)An Introduction to Numerical Transform Inversion and Its Application to Probability Models (2000)M/G/1 queue with multiple working vacations (2005)A Stochastic Model for Order Book Dynamics (2010)
this work references cited by second hop

References

  • 1987Applied Probability and Queues2,704 cited
  • 2003Applied Probability and Queues1,453 cited
  • 2015When Do Redundant Requests Reduce Latency?142 cited
  • 2016Queueing with redundant requests: exact analysis106 cited
  • 2017Redundancy-d: The Power of d Choices for Redundancy89 cited
  • 2015Reducing Latency via Redundant Requests82 cited
  • 2017A Better Model for Job Redundancy: Decoupling Server Slowdown and Job Size68 cited
  • 2018On a unifying product form framework for redundancy models45 cited
  • 2001Threshold-based priority policies for parallel-server systems with affinity scheduling44 cited
  • 2021On the Stability of Redundancy Models35 cited
  • 2021A Token-Based Central Queue with Order-Independent Service Rates22 cited

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