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Page "Fundamental analysis" ¶ 8
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# and Technical
( AT & T Computing Science Technical Report # 100 )
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# REDIRECT Palermo Technical Impact Hazard Scale
# REDIRECT Palermo Technical Impact Hazard Scale
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# and analysis
# As exploratory data analysis, an ANOVA is an organization of an additive data decomposition, and its sums of squares indicate the variance of each component of the decomposition ( or, equivalently, each set of terms of a linear model ).
# ANOVA provides industrial strength ( multiple sample comparison ) statistical analysis.
# It has been adapted to the analysis of a variety of experimental designs.
# the science of phylogenetics and its methods ( phylogenetic analysis = cladistic analysis ), although sometimes the term is restricted to maximum parsimony ;
# Trust all the software to abide by a security policy and the software is validated as trustworthy ( by tedious branch and path analysis for example ).
# no universal sequence of stages is apparent – analysis, design and implementation are contemporary and inextricably linked
# Distinguish between synthesis and analysis used as means of proof
# Rationalism holds that truth should be determined by reason and factual analysis, rather than faith, dogma, tradition or religious teaching.
# Adequate protection: the analysis of how to protect a household from unforeseen risks.
# Fundamental analysis maintains that markets may misprice a security in the short run but that the " correct " price will eventually be reached.
# Economic analysis
# Industry analysis
# Company analysis
# First, analysis to determine structural properties of a network, such as the distribution of vertex degrees and the diameter of the graph.
# Second, analysis to find a measurable quantity within the network, for example, for a transportation network, the level of vehicular flow within any portion of it.
# Third, analysis of dynamical properties of networks.
# REDIRECT Lexical analysis
# Computer word-use and topic analysis searches to determine content and labeling.
# Positive / negative coverage analysis.
# Multivariate analysis of variance ( MANOVA ) extends the analysis of variance to cover cases where there is more than one dependent variable to be analyzed simultaneously: see also MANCOVA.
# Multivariate regression analysis attempts to determine a formula that can describe how elements in a vector of variables respond simultaneously to changes in others.
# Principal components analysis ( PCA ) creates a new set of orthogonal variables that contain the same information as the original set.

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