A MILP Model to Solve the Problem of Loading Balance of Routing and Wavelength Assignment for Optical Transport Networks
draft-yin-milp-rwa-otn-10
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Networking Group S. Yin
Internet Draft Sh.G. Huang
Intended status: Informational BUPT
Expires: October 2020 D.J. Wang
ZTE Corporation
X. Wang
Y. Zhang
BUPT
April 20, 2020
A MILP Model to Solve the Problem of Loading Balance of Routing and
Wavelength Assignment for Optical Transport Networks
draft-yin-milp-rwa-otn-10
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Internet-Draft A MILP Model for LB OF OTN April 2020
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Abstract
The RWA problem can be formulated as a Mixed-Integer linear program.
Load balancing is a key factor for the optical transport networks.
However, the existed approaches using mixed-Integer linear program to
solve the RWA problem are not perfect enough without considering the
load balancing of the networks.
This documentary provides a model of Mixed-Integer Linear Programming
to solve the problem of load balancing needed by routing and
wavelength assignment (RWA) process in optical transport networks.
Abstract
The RWA problem can be formulated as a Mixed-Integer linear program.
Load balancing is a key factor for the optical transport networks.
However, the existed approaches using mixed-Integer linear program to
solve the RWA problem are not perfect enough without considering the
load balancing of the networks.
This documentary provides a model of Mixed-Integer Linear Programming
to solve the problem of load balancing needed by routing and
wavelength assignment (RWA) process in optical transport networks.
Table of Contents
1. Introduction ................................................ 3
1.1. Terminology ............................................ 3
2. Conventions used in this document ............................ 4
3. Overview .................................................... 4
3.1. RWA Problem ............................................ 4
3.2. Optimization of Network Resources ....................... 5
4. Previous Work ............................................... 5
4.1. Definition ............................................. 5
4.2. Definition ............................................. 5
5. A MILP Model to Solve the Problem of Loading Balance of RWA for
OTN ............................................................ 6
5.1. Parameters ............................................. 6
5.2. Variables .............................................. 7
5.3. Objective Function ...................................... 8
5.4. Constraints ............................................ 8
Huang, et al. Expires October 20, 2020 [Page 2]
Internet-Draft A MILP Model for LB OF OTN April 2020
6. Beneficial effects ............................. !
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