Stability of a spatial polling system with greedy myopic service

Lasse Leskelä; Falk Unger

Stability of a spatial polling system with greedy myopic service

Lasse Leskelä
, Falk Unger

Research output: Working paper › Professional

Original language	English
Place of Publication	Espoo
Pages	24
Publication status	Published - 2009
MoE publication type	D4 Published development or research report or study

Publication series

Name	Helsinki University of Technology Institute of Mathematics Research Reports
No.	A579
ISSN (Print)	1797-5867

Keywords

dynamic traveling repairman
quadratic Lyapunov functional
spatial birth-and-death process
spatial queueing system
spatial-temporal point process

Cite this

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title = "Stability of a spatial polling system with greedy myopic service",

keywords = "dynamic traveling repairman, quadratic Lyapunov functional, spatial birth-and-death process, spatial queueing system, spatial-temporal point process, dynamic traveling repairman, quadratic Lyapunov functional, spatial birth-and-death process, spatial queueing system, spatial-temporal point process, dynamic traveling repairman, quadratic Lyapunov functional, spatial birth-and-death process, spatial queueing system, spatial-temporal point process",

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KW - spatial birth-and-death process

KW - spatial queueing system

KW - spatial-temporal point process

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KW - quadratic Lyapunov functional

KW - spatial birth-and-death process

KW - spatial queueing system

KW - spatial-temporal point process

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KW - quadratic Lyapunov functional

KW - spatial birth-and-death process

KW - spatial queueing system

KW - spatial-temporal point process

M3 - Working paper

SN - 978-952-248-081-1

T3 - Helsinki University of Technology Institute of Mathematics Research Reports

SP - 24

BT - Stability of a spatial polling system with greedy myopic service

CY - Espoo

ER -