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・ Analytic narrative
・ Analytic network process
・ Analytic number theory
・ Analytic philosophy
・ Analytic polyhedron
・ Analytic proof
・ Analytic reasoning
・ Analytic semigroup
・ Analytic set
・ Analytic signal
・ Analytic space
・ Analytic subgroup theorem
・ Analytic torsion
・ Analytica
・ Analytica (company)
Analytica (software)
・ Analytica (trade fair)
・ Analytica Chimica Acta
・ Analytical Abstracts
・ Analytical and Bioanalytical Chemistry
・ Analytical balance
・ Analytical base table
・ Analytical Biochemistry
・ Analytical Center for the Government of the Russian Federation
・ Analytical chemistry
・ Analytical Chemistry (journal)
・ Analytical dynamics
・ Analytical Engine
・ Analytical feminism
・ Analytical Graphics


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Analytica (software) : ウィキペディア英語版
Analytica (software)

Analytica is a visual software package developed by Lumina Decision Systems for creating, analyzing and communicating quantitative decision models.〔Granger Morgan and Max Henrion (1998), (Analytica:A Software Tool for Uncertainty Analysis and Model Communication ), Chapter 10 of ''Uncertainty: A Guide to Dealing with Uncertainty in Quantitative Risk and Policy Analysis'', second edition, Cambridge University Press, New York.〕 As a modeling environment, it is interesting in the way it combines hierarchical influence diagrams for visual creation and view of models, intelligent arrays for working with multidimensional data, Monte Carlo simulation for analyzing risk and uncertainty, and optimization, including linear and nonlinear programming. Its design, especially its influence diagrams and treatment of uncertainty, is based on ideas from the field of decision analysis. As a computer language, it is notable in combining a declarative (non-procedural) structure for referential transparency, array abstraction, and automatic dependency maintenance for efficient sequencing of computation.
== Hierarchical influence diagrams ==
Analytica models are organized as influence diagrams. Variables (and other objects) appear as nodes of various shapes on a diagram, connected by arrows that provide a visual representation of dependencies. Analytica influence diagrams may be hierarchical, in which a single ''module'' node on a diagram represents an entire submodel.
Hierarchical influence diagrams in Analytica serve as a key organizational tool. Because the visual layout of an influence diagram matches these natural human abilities both spatially and in the level of abstraction, people are able to take in far more information about a model's structure and organization at a glance than is possible with less visual paradigms, such as spreadsheets and mathematical expressions. Managing the structure and organization of a large model can be a significant part of the modeling process, but is substantially aided by the visualization of influence diagrams.
Influence diagrams also serve as a tool for communication. Once a quantitative model has been created and its final results computed, it is often the case that an understanding of how the results are obtained, and how various assumptions impact the results, is far more important than the specific numbers computed. The ability of a target audience to understand these aspects is critical to the modeling enterprise. The visual representation of an influence diagram quickly communicates an understanding at a level of abstraction that is normally more appropriate than detailed representations such as mathematical expressions or cell formulae. When more detail is desired, users can drill down to increasing levels of detail, speeded by the visual depiction of the model's structure.
The existence of an easily understandable and transparent model supports communication and debate within an organization, and this effect is one of the primary benefits of investing in quantitative model building. When all interested parties are able to understand a common model structure, debates and discussions will often focus more directly on specific assumptions, can cut down on "cross-talk", and therefore lead to more productive interactions within the organization. The influence diagram serves as a graphical representation that can help to make models accessible to people at different levels.

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