Update by Ali

diff --git a/CHAPITRE_03.tex b/CHAPITRE_03.tex
index ced7ed9e7796d80312e49069c87ba1f6df4d5cd5..5ae861a0e10481320115c036f1c43e42a0307f70 100755 (executable)
--- a/CHAPITRE_03.tex
+++ b/CHAPITRE_03.tex
@@ -55,61 +55,58 @@ Several sensor nodes testbeds are found  in order to support WSNs research effor
 \subsection{Simulation Tools}
 % take the simulators from paper "Limitations of simulation tools for large-scale wireless sensor networks" \cite{ref179}
 
 \subsection{Simulation Tools}
 % take the simulators from paper "Limitations of simulation tools for large-scale wireless sensor networks" \cite{ref179}
 

-The simulation tools are widely used due to the complexity and difficulty to apply real testbed for WSNs experiments. The simulation tools permit users to evaluate and validate their systems and protocols on WSNs before the deployment, so that  the correction actions are reduced before operating  the WSN, and the large scale evaluation of systems, applications, and protocols are  practicable in a flexible environment~\cite{ref180}.
-Most of the papers on the wireless sensor networks use the simulation tools to evaluate the performance of their algorithms and protocols and this is a confirmation to consider them as predominant techniques used to study and analyze the performance and potency of a wireless senor networks. Several variety of simulation tools are available for WSNs, which vary in their characteristics and capabilities, so in this section, only some simulators are explained, and for more details about simulators are available in~\cite{ref188,ref189,ref190}.
+The simulation tools are widely used due to the complexity and difficulty to apply real testbed for WSNs experiments. The simulation tools permit users to evaluate and validate their systems and protocols on WSNs before the deployment. This can reduce the correction actions before operating  the WSN. The large-scale evaluation of systems, applications, and protocols are  practicable in a flexible environment~\cite{ref180}.
+Most of the papers on the wireless sensor networks use the simulation tools to evaluate the performance of their algorithms and protocols. This is a confirmation to consider these tools as predominant techniques used to study and analyze the performance and potency of a wireless sensor networks. Several simulation tools are available for WSNs, which vary in their characteristics and capabilities. So, this section introduces only some of these simulators, and for more details about simulators are available in~\cite{ref188,ref189,ref190}.

 
 \begin{enumerate} [(i)]
 
 \item \textbf{NS2:} 
 
 
 \begin{enumerate} [(i)]
 
 \item \textbf{NS2:} 
 

-The Network Simulator-2 (ns-2)~\cite{ref191,ref192} is an open source, discrete event network simulator. The major goal of ns-2 is to provide a simulation environment to wired as well as wireless networks to simulate a different protocols with different network topologies. The ns-2 is constructed using C++ and the simulation interface is provided via OTcl, an object-oriented dialect of Tcl. The network topology is determined by writing OTcl scripts by the users, and then the main program of ns-2 simulates that topology with a fixed parameters.  ns-2 provides a graphical view of the network by using network animator(NAM). NAM interface includes control features that permit to the researchers to forward, pause, stop and control the simulation. ns-2 is the most common and widely used network simulator for scientific  research work.   
+The Network Simulator-2 (ns-2)~\cite{ref191,ref192} is an open source, discrete event network simulator. The major goal of ns-2 is to provide a simulation environment to wired as well as wireless networks to simulate different protocols with different network topologies. The ns-2 is constructed using C++, and the simulation interface is provided via OTcl, an object-oriented dialect of Tcl. The network topology is determined by writing OTcl scripts by the users, and then the main program of ns-2 simulates that topology with fixed parameters.  ns-2 provides a graphical view of the network by using network animator (NAM). NAM interface includes control features that permit to the researchers to forward, pause, stop, and control the simulation. The ns-2 is the most common and widely used network simulator for scientific  research work.   

 
 

-The ns-3 project~\cite{ref193} was started in mid 2006 and is still under intensive development. Like ns-2, ns-3 is an open source, discrete-event network simulator targeted essentially for research and educational use~\cite{ref195}. The ns-3, is a new simulator that is considered as  a final replacement of ns-2, not an extension~\cite{ref194}. The ns-3 supports both simulation and emulation using sockets. It also provides a tracing facility in order to help users in debugging.
+The ns-3 is considered a new simulator and a final replacement of ns-2, not an extension~\cite{ref194}. The ns-3 project~\cite{ref193} was started in mid-2006 and is still under intensive development. Like ns-2, ns-3 is an open source, discrete-event network simulator targeted essentially for research and educational use~\cite{ref195}. The ns-3 supports both simulation and emulation using sockets. It also provides a tracing facility in order to help users in debugging.

 
 
 
 \item \textbf{OMNeT++:}
 
 
 
 
 \item \textbf{OMNeT++:}
 

-OMNeT++ (Objective Modular Network Test-bed) is an open-source, free, discrete-event, component-based C++ simulation library, modular simulation framework for building network simulators~\cite{ref196,ref203}. In spite of OMNeT++ is not a network simulator itself, it is acquired a global popularity as a network simulation platform in both scientific and industrial communities. The major goal behind development of OMNeT++ is to provide a strong simulation tool which can be used by the academic and commercial researchers for simulating different types of networks in a distributed and parallel way~\cite{ref197}. OMNeT++ has extensive graphical user interface (GUI), intelligence support, and it runs on Windows, Linux, Mac OS X, and other Unix-like systems. It provides a component architecture for models. Components (modules) are programmed in C++, then assembled into larger components and models using a high-level language (NED)~\cite{ref198}. Several simulation frameworks can be used with OMNeT++ such as INET, INETMANET, MiXiM, and Castalia, where each of them provides a set of simulation facilities and can be used for a specific applications.  
+OMNeT++ (Objective Modular Network Testbed) is an open-source, free, discrete-event, component-based C++ simulation library, modular simulation framework for building network simulators~\cite{ref196,ref203}. In spite of OMNeT++ is not a network simulator itself, it is obtained a global popularity as a network simulation platform for both scientific and industrial communities. The major goal behind the development of OMNeT++ is to provide a strong simulation tool, which can be used by the academic and commercial researchers for simulating different types of networks in a distributed and parallel way~\cite{ref197}. OMNeT++ has extensive graphical user interface (GUI) and intelligence support. It runs on Windows, Linux, Mac OS X, and other Unix-like systems. It provides a component architecture for models. Components (modules) are programmed in C++, then assembled into larger components and models using a high-level language (NED)~\cite{ref198}. Several simulation frameworks can be used with OMNeT++ such as INET, INETMANET, MiXiM, and Castalia, where each of them provides a set of simulation facilities and can be used for a specific applications.  
+

 
 \item \textbf{OPNET:}
 
 
 \item \textbf{OPNET:}
 

-OPNET (Optimized Network Engineering tool)~\cite{ref199,ref200,ref201} is the first commercial simulation tool that developed in 1987 for communication networks. It is a discrete event, object-oriented, general purpose network simulator, which is widely used in industry. It uses C and Java languages. It provides a comprehensive development environment for the specification, simulation, configuration, and performance analysis of communication network. OPNET permits researchers in developing the various models by means of a graphical interface and provides different types of tools such as Probe Editor, Filter Tool, and Animation Viewer for data collection to model graph, and animate the resulting output. Unlike NS-2 , OPNET provides modeling for different sensor-specific hardware, such as physical-link transceivers and antennas. It includes sensor-specific models such as ad-hoc connectivity, mobility of nodes, node failure models, modeling of power-consumption, etc. The major drawback of OPENT is that it is commercial and the license is very expensive. 
+OPNET (Optimized Network Engineering tool)~\cite{ref199,ref200,ref201} is the first commercial simulation tool that developed in 1987 for communication networks. It is a discrete event, object-oriented, general purpose network simulator, which is widely used in industry. It uses C and Java languages. It provides a comprehensive development environment for the specification, simulation, configuration, and performance analysis of the communication network. The OPNET permits researchers in developing the various models by means of a graphical interface. It provides different types of tools such as Probe Editor, Filter Tool, and Animation Viewer for data collection to the model graph and animate the resulting output. Unlike ns-2, the OPNET provides modeling for different sensor-specific hardware, such as physical-link transceivers and antennas. It includes sensor-specific models such as ad-hoc connectivity, mobility of nodes, node failure models, modeling of power-consumption, etc. The OPNET is commercial simulator and the license is very expensive. Therefore, this represents the main disadvantage of  that simulator.

 
 
 \item \textbf{GloMoSim:}  
 
 
 
 \item \textbf{GloMoSim:}  
 

-GloMoSim(Global Mobile System Simulator)~\cite{ref202,ref204,ref205} is an open source, well documented source code, and scalable simulation environment developed in 1998 for mobile wireless networks. It is used a Parsec, which is an extension of C for parallel programming. The main feature of GloMoSim simulator that differentiate it from other WSN simulators in that it uses parallel environment. The parallel network simulation is hard due to the communication among the simulated nodes on different machines. Several types of protocols and models are found in GloMoSim including TCP,
-IEEE 802.11 CSMA/CA, MAC, UDP, HTTP, FTP, CBR, ODMRP, WRP, DSR, MACA, Telnet, AODV, etc. It uses a VT visualization tool to observe and debug these protocols. GloMoSim is designed to be extensible, with all protocols implemented as modules in the GloMoSim library.  It also uses an object-oriented approach; where, it dividing the nodes, and each object is responsible for executing one layer in the protocol stack of every node for its given division. This mechanism minimizes the overhead of a large scale sensor network.
+GloMoSim(Global Mobile System Simulator)~\cite{ref202,ref204,ref205} is an open source, well-documented source code and scalable simulation environment developed in 1998 for mobile wireless networks. It uses a Parsec, which is an extension of C for parallel programming. The main feature of GloMoSim simulator is using parallel environment. The parallel network simulation is hard due to the communication among the simulated nodes on different machines. Several types of protocols and models are found in GloMoSim including TCP,
+IEEE 802.11 CSMA/CA, MAC, UDP, HTTP, FTP, CBR, ODMRP, WRP, DSR, MACA, Telnet, AODV, etc. It uses a VT visualization tool to observe and debug these protocols. The GloMoSim is designed to be extensible with all protocols implemented as modules in its library.  It also uses an object-oriented approach. It is dividing the nodes, and each object is responsible for executing one layer in the protocol stack of every node for its given division. This mechanism minimizes the overhead of a large-scale sensor network.

 
 

-GloMoSim supports a wide range of protocols and its configuration is easy. Due to the parallel processing nature, It supplies a fast simulation. GloMoSim provides efficient simulation for IP networks whilst it does not support accurate simulation for many sensor network applications. Since 2000, GloMoSim has been stopping releasing updates. It is currently updated as a commercial product called QualNet.      
-      
+The GloMoSim supports a wide range of protocols and its configuration is easy. Due to the parallel processing nature, it supplies a fast simulation. The GloMoSim provides efficient simulation for IP networks whilst it does not support accurate simulation for many sensor network applications. Since 2000, the GloMoSim has been stopping releasing updates. It is currently updated as a commercial product called QualNet.      

 
       
 
       

- \item \textbf{SENSE:}  
- 
-The SENSE (Sensor Network Simulator and Emulator)~\cite{ref206} is an open source, general purpose, discrete event, efficient, easy to use, and powerful network simulator. The main objective of designing this simulator is to support the various requirements of the users by taking into consideration the extensibility, reusability, and scalability. The SENSE  uses object-oriented approach and J-Sim's simulator component based architecture. It support the parallelization with a poor support for users.
-The simulation models are released from interdependency that usually found in an object-oriented architecture by a component-port model, which is provided by SENSE. This permits independence among components and enables the extensibility and reusability. An another level of reusability by the extensive use of C++ template, where a component is usually declared as a template class so that it handles different types of data. The designers are improved the scalability through using the same packet in the memories of all sensors, assuming that the packet should not be changed. The core of the simulator still lacks a general set of models, routing protocols and a wide variety of configuration templates for WSNs. In addition, visualization tool is desirable, which can quickly discover the bugs during the simulation.
- 
+\item \textbf{SENSE:}  

  
  

+The SENSE (Sensor Network Simulator and Emulator)~\cite{ref206} is an open source, general purpose, discrete event, efficient, easy to use, and powerful network simulator. The main objective of designing this simulator is to support various requirements of the users by taking into consideration the extensibility, reusability, and scalability. The SENSE  uses an object-oriented approach and J-Sim's simulator component based architecture. It supports the parallelization with a poor support for users.
+The simulation models are released from interdependency that usually found in an object-oriented architecture by a component-port model, which is provided by SENSE. This permits independence among components and enables the extensibility and reusability. An another level of reusability by the extensive use of C++ template, where a component is usually declared as a template class so that it handles different types of data. The designers are improved the scalability by using the same packet in the memories of all sensors, assuming that the packet should not be changed. The core of the simulator still lacks a general set of models, routing protocols, and a wide variety of configuration templates for WSNs. In addition, visualization tool is desirable, which can quickly discover the bugs during the simulation.
+

 
 \item \textbf{TOSSIM:}  
  
 
 \item \textbf{TOSSIM:}  
  

-TOSSIM~\cite{ref205,ref207,ref208} is a discrete event simulator for TinyOS sensor networks, where the TinyOS application can be compiled on the TOSSIM framework, which executes on a computer rather than on the mote. This permits to the users to test, debug, and analyze their algorithms and protocols in a controlled and repeatable environment. The users can check up their codes using debuggers and other development tools during executing them on the computer. TOSSIM is regarded as an emulator rather than a simulator because its ability to simulate both the software and hardware of the mote. TOSSIM is especially designed for TinyOS applications to be run on Berkeley MICA Motes. TOSSIM have to develop four requirements:  scalability, completeness, fidelity and bridging. It should be manage a large number of sensor nodes with different configurations to be scalable. For completeness, it has to capture behavior and interactions of a system at a different of levels.  The simulator should capture behavior of a network  with accurate timing of interactions on a mote and among motes for fidelity. Due to the simulated code executes directly in a real mote, therefore the bridging requirement is met. Two programming interfaces are supported by TOSSIM: Python and C++.  C++ interface transforms the code easily from one form to another. Python permits interacting with a executing simulation dynamically, like a powerful debugger.  TOSSIM provides a high fidelity and scalable simulation of a complete TinyOS sensor network. It visualizes and interacts with executing simulations using GUI tool and TinyViz . The users can develop new visualizations and interfaces for TinyViz using simple plug-in model.  The simulator's effectiveness for analyzing low level protocols is decreased due to inaccuracies of probabilistic bit error model. Moreover, TOSSIM is only supported by MICA motes platform.
+The TOSSIM~\cite{ref205,ref207,ref208} is a discrete event simulator for TinyOS sensor networks, where the TinyOS application can be compiled on the TOSSIM framework, which executes on a computer rather than on the mote. This permits the users to test, debug, and analyze theirs algorithms in a controlled and repeatable environment. The users can check up their codes using debuggers and other development tools for executing them on the computer. The TOSSIM is regarded as an emulator rather than a simulator because its ability to simulate both software and hardware of the mote. The TOSSIM is specially-designed for TinyOS applications to be run on Berkeley MICA Motes. The TOSSIM has to develop four requirements:  scalability, completeness, fidelity, and bridging. It should manage a large number of sensor nodes with different configurations to be scalable. For completeness, it has to capture behavior and interactions of a system at a different of levels.  The simulator should capture behavior of a network with accurate timing of interactions on a mote and among motes for fidelity. The bridging requirement is satisfied due to executing the simulated code directly in a real mote. Two programming interfaces are supported by TOSSIM: Python and C++.  The C++ interface transforms the code easily from one form to another. The Python permits interacting with an executing simulation dynamically, like a powerful debugger.  The TOSSIM provides a high fidelity and scalable simulation of a complete TinyOS sensor network. It visualizes and interacts with executing simulations using GUI tool and TinyViz. The users can develop new visualizations and interfaces for TinyViz using simple plug-in model.  The simulator's effectiveness for analyzing low-level protocols is decreased due to inaccuracies of probabilistic bit error model. Moreover, the TOSSIM is only supported by MICA motes platform.

 
 
 \item \textbf{GTSNetS:}  
 
 
 
 \item \textbf{GTSNetS:}  
 

-GTSNetS (Georgia Tech Sensor Network Simulator)~\cite{ref209,ref210} is an open-source, C++, large scale, event-driven simulation tool to evaluate the applications, algorithms and protocols. It is  capable of  evaluating  the impact of various architectural choices and designs on the lifetime and performance of a particular sensor network. GTSNetS is constructed on the top of the Georgia Tech Network Simulator (GTNetS), where it uses and expands all the design choices of the existing GTNetS simulator. The main feature of GTSNetS simulator in that it is support several thousand nodes.
-It is organized efficiently in a modular to support large scale WSNs. It is designed to be easy to use by the users in order to simulate a certain sensor network. Several choices is provided by GTSNetS to users to select from different alternatives such as: network protocols, energy models, applications, and tracing options. Furthermore, the existing models of the simulator can simply extended or replaced according to user need. The network lifetime can be tracked by GTSNetS and the energy consumption of each unit can be evaluated. Therefore, the users can study the impact of different architectural choices on lifetime and energy consumption.  The mobility is inherited from GTNetS simulator, so it provides a specification of mobile sensor nodes, moving sensed objects, as well as a mobile base station.
-GTSNetS provides graphical user interface and extensive packet tracing. The stopped updating and maintaining the project since Oct, 2008 represents the main disadvantage of this simulator.
-
-
+The GTSNetS (Georgia Tech Sensor Network Simulator)~\cite{ref209,ref210} is an open-source, C++, large scale, event-driven simulation tool to evaluate the applications, algorithms, and protocols. It is capable of  evaluating  the impact of various architectural choices and designs on the lifetime and performance of a particular sensor network. The GTSNetS is constructed on the top of the Georgia Tech Network Simulator (GTNetS), where it uses and expands all the design choices of the existing GTNetS simulator. The main feature of GTSNetS simulator is to support several thousand nodes.
+It is organized efficiently in a modular to support large-scale WSNs. It is designed to be easy to use by the users in order to simulate a certain sensor network. Several choices are provided by GTSNetS to users to select from different alternatives such as network protocols, energy models, applications, and tracing options. Furthermore, the existing models of the simulator can simply extended or replaced according to user need. The network lifetime can be tracked by GTSNetS and the energy consumption of each unit can be evaluated. Therefore, the users can study the impact of different architectural choices on lifetime and energy consumption.  The mobility is inherited from GTNetS simulator. Therefore, it provides a specification of mobile sensor nodes, moving sensed objects, as well as a mobile base station.
+The GTSNetS provides graphical user interface and extensive packet tracing. The stopped updating and maintaining the project since Oct, 2008 represents the main disadvantage of this simulator.

 
 \end{enumerate}
 
  
 
 \end{enumerate}
 
  

-In this section, we investigated some simulation tools for WSNs. Since  a large number of simulation tools available for WSNs, which have different characteristics and capabilities,  so it seems to be hard to decide which simulation tool to choose and which one is more appropriate for large-scale WSNs. Table~\ref{table:1} illustrates a comparison among some simulation tools~\cite{ref179}.  According to the table~\ref{table:1}, OMNeT++ seems to be a good candidate to be used as an evaluation tool for our proposed protocols in this dissertation. OMNeT++ is a free, extensible, and scalable simulator. It provides an easy-to-use interface using C++ language. Furthermore, several frameworks can be used with OMNeT++ such as INET, INETMANET, Veins, MiXiM, and castalia to support various needs of users like  mobility, Internet, vehicular, and sensor networks.
+In this section, we investigated some simulation tools for WSNs. Since  a large number of simulation tools available for WSNs, which have different characteristics and capabilities. Hence, it seems to be hard to decide which simulation tool to choose and which one is more appropriate for large-scale WSNs. Table~\ref{table:1} illustrates a comparison among some simulation tools~\cite{ref179}.  According to the table~\ref{table:1}, the OMNeT++ seems to be a good candidate to be used as an evaluation tool for our proposed protocols in this dissertation. The OMNeT++ is a free, extensible, and scalable simulator. It provides an easy-to-use interface using C++ language. Furthermore, several frameworks can be used with OMNeT++ such as INET, INETMANET, Veins, MiXiM, and Castalia to support various needs of users, such as mobility, Internet, vehicular, and sensor networks.

 
 
 
 
 
 


@@ -165,64 +162,61 @@ In this section, we investigated some simulation tools for WSNs. Since  a large
 
 \section{Optimization Solvers}
 
 
 \section{Optimization Solvers}
 

-  Several optimization solvers are exist, which are able to solve the linear optimization problems. Linear Optimization ( or Linear programming)~\cite{ref211} is a technique for determining the maximum or minimum of a linear function of non-negative variables subject to constraints expressed as linear equalities or inequalities. Linear programming is a special case of mathematical programming (mathematical optimization).
-Linear programs are problems that can be expressed in canonical form:
+Several optimization solvers exist, which are able to solve the linear optimization problems. The Linear Optimization ( or Linear programming)~\cite{ref211} is a technique for determining the maximum or minimum of a linear function of non-negative variables subject to constraints expressed as linear equalities or inequalities. The Linear Programming is a special case of mathematical programming (mathematical optimization).
+Linear programs are problems that can be expressed in canonical form as follow

 
     \begin{align} & \text{Maximize}~ (or ~\text{Minimize})~ && \mathbf{c}^\mathrm{T} \mathbf{x}\\ & \text{Subject to} && A \mathbf{x} \leq \mathbf{b} \\ & \text{and} && \mathbf{x} \ge \mathbf{0} \end{align} 
   
  where x represents the vector of variables (to be determined), c and b are vectors of (known) coefficients, A is a (known) matrix of coefficients, and $\left( \cdot \right) ^\mathrm{T}$ is the matrix transpose. The term to be maximized or minimized is called the objective function ($c^Tx$ in this case). The inequalities $Ax \leqslant b$ and $x \geqslant 0$ are the constraints which specify a convex polytope over which the objective function is to be optimized. 
 
     \begin{align} & \text{Maximize}~ (or ~\text{Minimize})~ && \mathbf{c}^\mathrm{T} \mathbf{x}\\ & \text{Subject to} && A \mathbf{x} \leq \mathbf{b} \\ & \text{and} && \mathbf{x} \ge \mathbf{0} \end{align} 
   
  where x represents the vector of variables (to be determined), c and b are vectors of (known) coefficients, A is a (known) matrix of coefficients, and $\left( \cdot \right) ^\mathrm{T}$ is the matrix transpose. The term to be maximized or minimized is called the objective function ($c^Tx$ in this case). The inequalities $Ax \leqslant b$ and $x \geqslant 0$ are the constraints which specify a convex polytope over which the objective function is to be optimized. 

-In linear programming problem, if  some or all of the unknown variables are restricted to be integers, it is called an integer programming (IP) problem. IP problems are a special cases of optimization problems where the variables can only assume integer values, where the IP problems are NP-hard. Mixed integer linear programming (MIP) problems are also special cases where only some of the variables are restricted to integer values. Optimization problems with integer variables can also be linear or nonlinear, depending on the terms of their objective function and their constraints.  However, generally, the terms IP and MIP are almost always associated with problems that have linear features. 
+In linear programming problem, if  some or all of the unknown variables are restricted to be integers, it is called an integer programming (IP) problem. IP problems are a special cases of optimization problems, where the variables can only assume integer values. The IP problems are NP-hard. Mixed integer linear programming (MIP) problems are also special cases, where only some of the variables are restricted to integer values. The optimization problems with integer variables can also be linear or nonlinear, depending on the terms of their objective function and their constraints.  However, the terms IP and MIP are almost always associated with problems that have linear features. 

 
 

-Linear optimization is used to solve different problems in various fields of study. It is applied for economic, business, and Industry.  Several linear optimization models are proposed in Industry such as,  transportation, energy, telecommunications, and manufacturing. Linear optimization is succeeded in modeling different types of problems like planning, routing, scheduling, assignment, and design. 
+Linear optimization is used to solve different problems in various fields of study. It is applied for economic, business, and Industry.  Several linear optimization models are proposed in the industry such as  transportation, energy, telecommunications, and manufacturing. Linear optimization is succeeded in modeling different types of problems like planning, routing, scheduling, assignment, and design. 
+
+Many approaches have been used to solve the linear programming (IP or MIP) problems and they are classified into two main groups~\cite{ref221}: 

 
 

-Many approaches have been used to solve the linear programming (IP or MIP) problems and they are classified into two main groups~\cite{ref221}:  

 \begin{itemize}
 
 \begin{itemize}
 

-\item \textbf{Heuristic Optimization:} provides a good solutions for the problems that can not be solved efficiently in classical optimization methods. On the other hand, there is no guarantee for optimal solution. Examples of such approaches are genetic algorithms, swarm intelligence, neural network, and tabu search.
+\item \textbf{Heuristic Optimization:} provides good solutions for the problems that can not be solved efficiently by classical optimization methods. On the other hand, there is no guarantee for the optimal solution. Examples of such approaches are genetic algorithms, swarm intelligence, neural networks, and tabu search.

 
 

-\item \textbf{Classical Optimization:} provides and guarantees optimal solutions for the convex problems. Examples of such methods are zero-one enumeration algorithm and branch-and-bound algorithm, which are provided by linear optimization solvers. 
+\item \textbf{Classical Optimization:} provides and guarantees optimal solutions for the convex problems. Examples of such methods are zero-one enumeration algorithms and branch-and-bound algorithm, which are provided by linear optimization solvers.  

 
 
 \end{itemize}
 
 
 
 \end{itemize}
 

-Several variety of linear optimization solvers are available, which vary in their characteristics and capabilities, so in this section, we explain the most popular free and commercial liner optimization solvers~\cite{ref212}.
+Several linear optimization solvers are available, which vary in their characteristics and capabilities. Therefore, in this section, we explain the most popular free and commercial linear optimization solvers~\cite{ref212}.

 
 \begin{enumerate} [(i)]
 
 \item \textbf{GNU Linear Programming Kit (GLPK):} 
 
 
 \begin{enumerate} [(i)]
 
 \item \textbf{GNU Linear Programming Kit (GLPK):} 
 

-The GLPK~\cite{ref214,ref213,AMPL} is a free and open source software written in C programming language, which  is presented for solving large-scale linear programming (LP), mixed integer programming (MIP), and other related problems. It is a mathematical programming project that is a part of the GNU project. GLPK uses the revised simplex method and the primal-dual interior point method for non-integer problems and the branch-and-bound algorithm together with Gomory's mixed integer cuts for (mixed) integer problems.
-The users use either an interactive command line or a C++ application programming interface (API) in order to interact with GLPK, where a C and java API are available with GLPK. Several input file formats are accepted by GLPK such as: MPS (Mathematical Programming System), Free MPS, LP, GLPK, and MathProg format. The major components of the GLPK package are primal and dual simplex methods, primal-dual interior-point method, branch-and-cut method, translator for GNU MathProg, API, and stand-alone LP/MIP solver.
+The GLPK~\cite{ref214,ref213,AMPL} is a free and open source software written in C programming language, which  is presented for solving large-scale Linear Programming (LP), Mixed Integer Programming (MIP), and other related problems. It is a mathematical programming project that is a part of the GNU project. The GLPK uses the revised simplex method and the primal-dual interior point method for non-integer problems and the branch-and-bound algorithm together with Gomory's mixed integer cuts for (mixed) integer problems.
+The users use either an interactive command line or a C++ application programming interface (API) in order to interact with GLPK, where the C and java API are available with GLPK. Several input file formats are accepted by GLPK such as MPS (Mathematical Programming System), Free MPS, LP, GLPK, and MathProg format. The major components of the GLPK package are primal and dual simplex methods, primal-dual interior-point method, branch-and-cut method, translator for GNU MathProg, API, and stand-alone LP/MIP solver.

 
 
 \item \textbf{lp$\_$solve:} 
 
 
 
 \item \textbf{lp$\_$solve:} 
 

-The lp$\textunderscore$solve~\cite{ref215,ref213} is a free linear (integer) programming solver based on the revised simplex method and the Branch-and-bound method for the integers.  It is freely available under the GNU Lesser General Public License. The Primal and Dual Simplex algorithms are used by lp$\textunderscore$solve for solving LP models.  lp$\textunderscore$solve is written using C programming language and can be compiled on many different platforms like linux and Windows. The users interact with it using either a command line or an API. It provides  a C, C$\#$, C++, Java, and .NET API. lp$\textunderscore$solve can read the input MPS, Free MPS and LP file format. The pure linear, (mixed) integer/binary, semi-continuous and special ordered sets (SOS) models are solved. It handles integer variables, semi-continuous variables, and Special Ordered Sets by means of Branch-and-bound algorithm.
-
+The lp$\textunderscore$solve~\cite{ref215,ref213} is a free linear (integer) programming solver based on the revised simplex method and the branch-and-bound method for the integers.  It is freely available under the GNU Lesser General Public License. The Primal and Dual Simplex algorithms are used by lp$\textunderscore$solve for solving LP models.  lp$\textunderscore$solve is written using C programming language and can be compiled on many different platforms like Linux and Windows. The users interact with it using either a command line or an API. It provides  a C, C$\#$, C++, Java, and .NET API. lp$\textunderscore$solve can read the input MPS, Free MPS, and LP file format. The pure linear, (mixed) integer/binary, semi-continuous and special ordered sets (SOS) models are solved. It handles integer variables, semi-continuous variables, and Special Ordered Sets by means of branch-and-bound algorithm.

 
 \item \textbf{CLP:} 
 
 
 \item \textbf{CLP:} 
 

-COIN-OR Linear Programming (CLP)~\cite{ref216,ref217} is a free, open-source linear programming solver written in C++ programming language. CLP is reliable and able to tackle the very large linear optimization problems. The  CLP is a part of the Coin-OR project that aims at creating open software for the operations research community. An other COIN-OR projects such as SYMPHONY, BCP (Branch Cut and Price),  and CBC (COIN-OR Branch and Cut) are used CLP. It includes Dual and Primal Simplex algorithms,  but it also contains an Interior Point algorithm.
-CLP is available under the Eclipse Public License version 1.0, and the users interact with
-it through either an interactive command line or through a C++ API. CLP is able to use the input MPS, Free MPS and LP file formats.
+The COIN-OR Linear Programming (CLP)~\cite{ref216,ref217} is a free, open-source linear programming solver written in C++ programming language. The CLP is reliable and able to tackle the very large linear optimization problems. The  CLP is a part of the Coin-OR project that aims at creating open software for the operations research community. Another COIN-OR projects such as SYMPHONY, BCP (Branch Cut and Price),  and CBC (COIN-OR Branch and Cut) are used CLP. It includes Dual and Primal Simplex algorithms,  but it also contains an Interior Point algorithm. The CLP is available under the Eclipse Public License version 1.0, and the users interact with it through either an interactive command line or through a C++ API. The CLP is able to use the input MPS, Free MPS, and LP file formats.

 
 
 \item \textbf{CPLEX:} 
 
 
 
 \item \textbf{CPLEX:} 
 

-IBM ILOG CPLEX Optimization Studio (often informally referred to simply as CPLEX)~\cite{ref218,ref211} is a commercial, analytical decision support, and optimization software toolkit for fast development of optimization models using mathematical and constraint programming. It combines an integrated development environment (IDE) with the powerful Optimization Programming Language (OPL) and high-performance ILOG CPLEX optimizer solvers. CPLEX is developed by IBM and is designed to tackle the large scale (mixed integer) linear problems. The CPLEX optimizer includes a modeling layer called concert that provides interfaces to the C++, C$\#$, Python,  and Java languages. Furthermore, it provides a connection to Microsoft Excel and MATLAB.
-CPLEX is capable of optimize the business decisions with high-performance optimization engines, develop and deploy optimization models quickly by using flexible interfaces and pre-constructed deployment scenarios, and create real-world applications 
+The IBM ILOG CPLEX Optimization Studio (often informally referred to simply as CPLEX)~\cite{ref218,ref211} is a commercial, analytical decision support, and optimization software toolkit for fast development of optimization models using mathematical and constraint programming. It combines an integrated development environment (IDE) with the powerful Optimization Programming Language (OPL) and high-performance ILOG CPLEX optimizer solvers. The CPLEX is developed by IBM and is designed to tackle the large-scale (mixed integer) linear problems. The CPLEX optimizer includes a modeling layer called concert that provides interfaces to the C++, C$\#$, Python,  and Java languages. Furthermore, it provides a connection to Microsoft Excel and MATLAB. The CPLEX is capable of optimizing the business decisions with high-performance optimization engines. It develops and deploys optimization models quickly by using flexible interfaces and pre-constructed deployment scenarios. In addition, it creates real-world applications.

 
 
 \item \textbf{Gurobi:} 
 
 
 
 \item \textbf{Gurobi:} 
 

-The Gurobi Optimizer~\cite{ref219,ref220,ref211} is a commercial optimization solver for LP, quadratic programming (QP), quadratically constrained programming (QCP), mixed integer linear programming (MILP), mixed-integer quadratic programming (MIQP), and mixed-integer quadratically constrained programming (MIQCP). The Gurobi optimizer is written in C and it is available on all computing platforms and accessible from several programming languages. The Gurobi optimizer supports interfaces for various programming and modeling languages including: object-oriented interfaces for C++, Java, .NET, and Python; matrix-oriented interfaces for C, MATLAB, and R; Links to standard modeling languages like AIMMS, AMPL, GAMS, and MPL; and Links to Excel through Premium Solver Platform and Risk Solver Platform. 
+The Gurobi Optimizer~\cite{ref219,ref220,ref211} is a commercial optimization solver for LP, Quadratic Programming (QP), Quadratically Constrained Programming (QCP), Mixed Integer Linear Programming (MILP), Mixed-Integer Quadratic Programming (MIQP), and Mixed-Integer Quadratically Constrained Programming (MIQCP). The Gurobi optimizer is written in C. It is available on all computing platforms and accessible from several programming languages. The Gurobi optimizer supports interfaces for various programming and modeling languages including object-oriented interfaces for C++, Java, .NET, and Python; matrix-oriented interfaces for C, MATLAB, and R; Links to standard modeling languages like AIMMS, AMPL, GAMS, and MPL; and Links to Excel through Premium Solver Platform and Risk Solver Platform. 

 
 
 \end{enumerate}
 
 
 
 
 \end{enumerate}
 
 

-B. Meindl and M. Templ~\cite{ref212} studied the efficiency of above optimization solvers and they are used the attacker problems in order to achieve the performance comparison of GLPK, lp$\_$solve, CLP, GUROBI, and CPLEX optimization solvers. They are considered a total of 200 problem instances for this study, 100 of these problem instances are based on problems with two dimensions, and 100 problem instances are three-dimensional.
-Tables~\ref{my-label1}, \ref{my-label2}, and \ref{my-label3} compares the running times that it took each of the five linear program solvers to find solutions to the 200 two-dimensional, 200 three-dimensional and all 400 problem instances.  In order to solve  the attacker’s problem for a given problem instance, it is needed to both minimize and maximize any given problem. Therefore, a total of 400  problem instances had  been solved when only 200 problem instances have been generated.
+B. Meindl and M. Templ~\cite{ref212} studied the efficiency of above optimization solvers. They are used the attacker problems in order to achieve the performance comparison of GLPK, lp$\_$solve, CLP, GUROBI, and CPLEX optimization solvers. They are considered a total of 200 problem instances for this study, 100 of these problem instances are based on problems with two dimensions, and 100 problem instances are three-dimensional.
+Tables~\ref{my-label1}, \ref{my-label2}, and \ref{my-label3} compares the running times that it took each of the five linear program solvers to find solutions to the 200 two-dimensional, 200 three-dimensional, and all 400 problem instances.  In order to solve the attacker’s problem for a given problem instance, it is needed to both minimize and maximize any given problem. Therefore, a total of 400  problem instances had  been solved when only 200 problem instances have been generated.

 
 
 \begin{table}[h]
 
 
 \begin{table}[h]


@@ -264,24 +258,23 @@ Tables~\ref{my-label1}, \ref{my-label2}, and \ref{my-label3} compares the runnin
 \end{table}
 
 
 \end{table}
 
 

-The results that illustrated in tables~\ref{my-label1}, \ref{my-label2}, and \ref{my-label3}  indicate that open source solvers perform worse than standard commercial solvers when applied to instances of the attacker’s problem. GLPK outperforms the free and open source solvers,  but still is slower than CPLEX and GUROBI. We are used the GLPK as an optimization solver in this dissertation so as to solve the proposed integer programs during the decision phase of the network lifetime. 
-Several reasons have been led us to use the GLPK optimization solver including: 
+The illustrated results in tables~\ref{my-label1}, \ref{my-label2}, and \ref{my-label3}  indicate that open source solvers perform worse than standard commercial solvers when applied to instances of the attacker’s problem. The GLPK outperforms the free and open source solvers,  but still is slower than CPLEX and GUROBI. We are used the GLPK as an optimization solver in this dissertation so as to solve the proposed integer programs during the decision phase of the network lifetime. We have motivated to use the GLPK optimization solver for many reasons, including:

 
 \begin{enumerate} [(i)]
 
 \begin{enumerate} [(i)]

-\item It is free and it's installation is easy.
-\item GLPK does not lead to a fast solution of a large problem as in commercial optimization solvers, but it solves the smaller problems with a reasonable time. In this dissertation, we are used divide-and-conquer method so as to divide the large problem into smaller instances and then the GLPK optimization solver is used to solve the smaller problem.
-\item It is easy to use the GLPK  solver and it is possible to call it's routines within the simulator.
-\item GLPK comes with a stand-alone solver, a callable library, and the modeling language GMPL which is compatible with AMPL. GMPL is extremely easy to learn.
- 
-\item  Modeling language and solver can be used independently.

 
 

-\item GUI for Windows, Mac OS X, and Linux available. 
+\item It is free and its installation is easy.
+\item The GLPK does not lead to a fast solution of a large problem as in commercial optimization solvers, but it solves the smaller problems with a reasonable time. In this dissertation, we are used divide-and-conquer method so as to divide the large problem into smaller instances, and then the GLPK optimization solver is used to solve each of them.
+\item It is easy to use the GLPK  solver and it is possible to call it's routines within the simulator.
+\item The GLPK comes with a stand-alone solver, a callable library, and the modeling language GMPL. The GMPL is compatible with AMPL and is extremely easy to learn.
+ \item  Modeling language and solver can be used independently.
+\item GUI is available for Windows, Mac OS X, and Linux. 

 \item Database support and formatted text output.
 \item Database support and formatted text output.

-\item Java, python, matlab interface available.
+\item Java, Python, and Matlab interfaces are available.

 \item Exact simplex algorithm and branch-and-bound method are integrated with GLPK.
 \item Exact simplex algorithm and branch-and-bound method are integrated with GLPK.

+

 \end{enumerate}
 
 
 
 \section{Conclusion}
 \end{enumerate}
 
 
 
 \section{Conclusion}

-\indent In this chapter, an overview about the evaluation tools and optimization solvers for wireless sensor networks have been presented. The testbed for wireless sensor network and some major types have been demonstrated. We have found that most researchers in the field of WSNs used the simulators to evaluate their works because they are free, easy to use, and more flexible and scalable for a large WSNs. The simulation tools and several types of wireless sensor network simulators are described. The comparison among some types of network simulators has nominated OMNeT++ simulator as a good candidate to be used as performance evaluation tool so as to evaluate the efficiency of our protocols in this dissertation. This chapter highlights the optimization problem in WSNs and the most popular free and commercial liner optimization solvers. The performance of the commercial optimization solvers outperform the free optimization solvers. GLPK has chosen as a good candidate to solve the proposed optimization problems in this dissertation because it is free, easy to use, and better than some other free optimization solvers.
+\indent In this chapter, an overview of the evaluation tools and the optimization solvers for wireless sensor networks have been presented. The testbed for wireless sensor network and some major types have been demonstrated. We have found that most researchers in the field of WSNs used the simulators to evaluate theirs works because they are free, easy to use, more flexible, and scalable for a large WSNs. The simulation tools and several types of wireless sensor network simulators are described. The comparison among some types of network simulators has nominated OMNeT++ simulator as a good candidate to be used as performance evaluation tool so as to evaluate the efficiency of our protocols in this dissertation. This chapter highlights the optimization problem in WSNs and the most popular free and commercial linear optimization solvers. The performance of the commercial optimization solvers outperforms the free optimization solvers. The GLPK has chosen as a good candidate to solve the proposed optimization problems in this dissertation because it is free, easy to use, and better than some other free optimization solvers.
\ No newline at end of file

diff --git a/Thesis.toc b/Thesis.toc
index 022a0407d2c268153026975caa2d14a863af1fe4..0c0901f7071e23f5801af9b9da173493746bb914 100755 (executable)
--- a/Thesis.toc
+++ b/Thesis.toc
@@ -102,4 +102,4 @@
 \contentsline {chapter}{\numberline {7}Conclusion and Perspectives}{119}{chapter.7}
 \contentsline {section}{\numberline {7.1}Conclusion}{119}{section.7.1}
 \contentsline {section}{\numberline {7.2}Perspectives}{120}{section.7.2}
 \contentsline {chapter}{\numberline {7}Conclusion and Perspectives}{119}{chapter.7}
 \contentsline {section}{\numberline {7.1}Conclusion}{119}{section.7.1}
 \contentsline {section}{\numberline {7.2}Perspectives}{120}{section.7.2}

-\contentsline {part}{Bibliographie}{122}{section.7.2}
+\contentsline {part}{Bibliographie}{136}{chapter*.6}