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System
Dynamics Modeling |
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System
dynamics is a computer modeling technique that has its
origins in mathematical control theory, cybernetics,
computer science, and economics. It is used to build
simulation models of systems that are experiencing problems
and/or exhibiting behaviors that are not well understood.
The completed models are used as "laboratories" for
testing policy changes aimed at improving system behavior.
Related Publication: Modeling Mobile ICT
Implementation Dynamics 
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Analytical
Hierarchy Process |
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Analytic
Hierarchy Process (AHP) theory is a powerful and flexible
decision making process to help set priorities and make
the best decision when both qualitative and quantitative
aspects of a decision need to be considered. It involves
building a hierarchy (ranking) of decision elements
and then making comparisons between each possible pair
in each cluster.
Related Publication: Enterprise Mobility
Platform Selection Using AHP 
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Complex
System Modeling and Simulation |
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A
complex system is any system featuring a large number
of interacting components (agents, processes, etc.)
whose aggregate activity is nonlinear (not derivable
from the summations of the activity of individual components)
and typically exhibits hierarchical self-organization
under selective pressures. In comparison to mathematical
modeling of systems, agent-based simulation techniques
enable to uncover general patterns of non-linear interaction
and behavior which are more useful for holistic and
strategic problem analysis.
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Statistical
Analysis and Modeling |
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Statistical
analysis and modeling involves the appropriate application
of statistical analysis techniques, each requiring certain
assumptions be met, to perform hypothesis tests, interpret
the data, and reach valid conclusions. To be credible,
results from experimentation or testing must be obtained
following established statistical procedures, including
experimental design and the appropriate use of statistical
analysis and modeling techniques.
Related Publication: Information Assimilation
Tools in Complex Decisions 
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Control
Theory and Optimization |
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Mathematical
control theory is the area of application-oriented mathematics
that deals with the basic principles underlying the analysis
and design of complex systems. Broadly speaking, it is
the study of how to manipulate the parameters affecting
the behavior of a system to produce the desired or optimal
outcome using mathematical modeling and optimization techniques.
Related Publication: Optimal Capacity
Expansion of Wireless BSS
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