papers
Publications (18)
cs.PF2017
Group-Server Queues
Quan-Lin Li, Jing-Yu Ma, Mingzhou Xie +1
cs.DM2010
Doubly Exponential Solution for Randomized Load Balancing Models with Markovian Arrival Processes and PH Service Times
Quan-Lin Li, John C. S. Lui
cs.NI2011
Super-Exponential Solution in Markovian Supermarket Models: Framework and Challenge
Quan-Lin Li
math.PR2017
Fluid and Diffusion Limits for Bike Sharing Systems
Quan-Lin Li, Zhi-Yong Qian, Rui-Na Fan
math.PR2016
Queueing Analysis of a Large-Scale Bike Sharing System through Mean-Field Theory
Quan-Lin Li, Chang Chen, Rui-Na Fan +2
math.PR2017
A Nonlinear Solution to Closed Queueing Networks for Bike Sharing Systems with Markovian Arrival Processes and under an Irreducible Path Graph
Quan-Lin Li, Rui-Na Fan, Zhi-Yong Qian
cs.PF2016
A Unified Framework for Analyzing Closed Queueing Networks in Bike Sharing Systems
Quan-Lin Li, Rui-Na Fan, Jing-Yu Ma
cs.NI2011
A Matrix-Analytic Solution for Randomized Load Balancing Models with Phase-Type Service Times
Quan-Lin Li, John C. S. Lui, Yang Wang
cs.CR2019
Markov Processes in Blockchain Systems
Quan-Lin Li, Jing-Yu Ma, Yan-Xia Chang +2
cs.NI2014
The Chaos of Propagation in a Retrial Supermarket Model
Quan-Lin Li, Meng Wang, John C. S. Lui +1
cs.PF2016
Reward Processes and Performance Simulation in Supermarket Models with Different Servers
Quan-Lin Li, Feifei Yang, Na Li
cs.PF2017
Groups of Repairmen and Repair-based Load Balancing in Supermarket Models with Repairable Servers
Na Li, Quan-Lin Li, Zhe George Zhang
cs.PF2014
Block-Structured Supermarket Models
Quan-Lin Li, John C. S. Lui
cs.PF2018
A Stochastic Model for File Lifetime and Security in Data Center Networks
Quan-Lin Li, Fan-Qi Ma, Jing-Yu Ma
math.PR2013
Tail Probabilities in Queueing Processes
Quan-Lin Li
cs.CE2018
Blockchain Queueing Theory
Quan-Lin Li, Jing-Yu Ma, Yan-Xia Chang
math.PR2018
A Mean-Field Matrix-Analytic Method for Bike Sharing Systems under Markovian Environment
Quan-Lin Li, Rui-Na Fan
cs.DM2010
Doubly Exponential Solution for Randomized Load Balancing Models with General Service Times
Quan-Lin Li