TY  - BOOK
AU  - Kubiak,Wieslaw
ED  - SpringerLink (Online service)
TI  - Proportional Optimization and Fairness
T2  - International Series in Operations Research & Management Science,
SN  - 9780387877198
U1  - 658.40301 23
PY  - 2009///
CY  - Boston, MA
PB  - Springer US
KW  - ECONOMICS
KW  - MATHEMATICAL OPTIMIZATION
KW  - INDUSTRIAL ENGINEERING
KW  - BUSINESS LOGISTICS
KW  - TECHNOLOGY
KW  - ECONOMICS/MANAGEMENT SCIENCE
KW  - OPERATIONS RESEARCH/DECISION THEORY
KW  - INDUSTRIAL AND PRODUCTION ENGINEERING
KW  - MATHEMATICAL MODELING AND INDUSTRIAL MATHEMATICS
KW  - OPTIMIZATION
KW  - PRODUCTION/LOGISTICS
KW  - TECHNOLOGY MANAGEMENT
N1  - Preliminaries -- The Theory of Apportionment and Just-In-Time Sequences -- Minimization of Just-In-Time Sequence Deviation -- Optimality of Cyclic Sequences and the Oneness -- Bottleneck Minimization -- Competition-Free Instances, The Fraenkel's Conjecture, and Optimal Admission Sequences -- Response Time Variability -- Applications to the Liu-Layland Problem and Pinwheel Scheduling -- Temporal Capacity Constraints and Supply Chain Balancing -- Fair Queueing and Stride Scheduling -- Smoothing and Batching
N2  - Proportional Optimization and Fairness is a long-needed attempt to reconcile optimization with apportionment in just-in-time (JIT) sequences and find the common ground in solving problems ranging from sequencing mixed-model just-in-time assembly lines through just-in-time batch production, balancing workloads in event graphs to bandwidth allocation internet gateways and resource allocation in computer operating systems. The book argues that apportionment theory and optimization based on deviation functions provide natural benchmarks for a process, and then looks at the recent research and developments in the field. Individual chapters look at the theory of apportionment and just-in-time sequences; minimization of just-in-time sequence deviation; optimality of cyclic sequences and the oneness; bottleneck minimization; competition-free instances, Fraenkel's Conjecture, and optimal admission sequences; response time variability; applications to the Liu-Layland Problem and pinwheel scheduling; temporal capacity constraints and supply chain balancing; fair queueing and stride scheduling; and smoothing and batching
UR  - http://dx.doi.org/10.1007/978-0-387-87719-8
ER  -