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01.A Practical Guide to Kinetic Monte Carlo Simulations and Classical Molecular Dynamics Simulations: An Example Book
02.Global Analysis on Open Manifolds
03.Mathematical Physics Research Developments
04.Focus on Mathematical Physics Research
05.Volterra Functions
06.Functional Equations, Difference Inequalities and Ulam Stability Notions (F.U.N.)
07.Mathematical Physics Frontiers
08.Computational Mathematics: Theory, Methods and Applications
09.Continuum Mechanics
10.Global Attractors of Set-Valued Dynamical and Control Systems
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Analysis of Min-Plus Algebra
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Authors: Ming Li (East China Normal University, Shanghai, China), Wei Zhao (University of Macau, Taipa, Macau SAR, China) 
Book Description:
Computer networks need novel communication theory for transmitting data from sources to destinations within a predetermined restrict period of time according to a given quality of service (QoS). This book provides an analysis of min-plus algebra that is applied to network calculus in computer networks. The key contribution of this book is to discuss the analytical expressions of identity in min-plus algebra. Overall, this book can be used as a reference for researchers, engineers and postgraduates in the fields of communication networks, internet studies and cyber-physical networking systems in the aspect of applied functional analysis, in addition to min-plus algebra used in network calculus for computer scientists. (Imprint: Novinka)

Table of Contents:


Chapter 1: Introduction, pp. 1-4

Chapter 2: Research Background, pp. 5-14

Chapter 3: Preliminaries in Applied Functional, pp. 15-32

Chapter 4: Min-Plus Algebra, pp. 33-39

Chapter 5: Existence of Identity, pp. 41-45

Chapter 6: Representations of Identity, pp. 47-52

Chapter 7: Application Case, pp. 53-54

References, pp. 55-64


      Mathematics Research Developments
   Binding: Softcover
   Pub. Date: 2012
   Pages: 5.5 x 8.5 (NBC - C)
   ISBN: 978-1-62100-287-1
   Status: AV
Status Code Description
AN Announcing
FM Formatting
PP Page Proofs
FP Final Production
EP Editorial Production
PR At Prepress
AP At Press
AV Available
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Analysis of Min-Plus Algebra