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STATISTICA Multivariate Statistical Process Control
(MSPC) STATISTICA provides the widest
selection of univariate and multivariate techniques for statistical
process control applications, deployed within a scalable, secure analytics
software platform either for enterprise applications or single-user
applications.
A sampling of the important technical details are below:
Analytic Capabilities:
- Partial Least Squares. Comprehensive implementation of NIPALS
algorithm for partial least squares regression including hierarchical
PLS and multi-way PLS.
- Principal Components. Comprehensive implementation of NIPALS
algorithm for Principal Components Analysis including hierarchical PCA
and multi-way PCA.
- Scalable to thousands or hundreds of thousands of parameters, both
process parameters, in-process tests, and finished product tests.
- Integrated Graphical Analysis: Wide selection of integrated
graphical techniques including batches plotted in the component space,
importance plot of components, and univariate and multivariate QC
Charts,
- Cross-validation. Integrated options for cross-validation to
evaluate the number of components to extract.
- Quality Control. Wide selection of univariate and multivariate QC
Charts for offline analysis or automatically-updated as new data are
collected.
Integrated with Other STATISTICA Algorithms
- Recursive Partitioning Methods (Trees) including C&RT, CHAID,
Boosted CHAID, and Random Forests
- Neural Networks. STATISTICA Neural Networks is the most
technologically advanced and best performing neural networks application
on the market. It offers numerous unique advantages and will appeal not
only to neural network experts (by offering to them an extraordinary
selection of network types and training algorithms), but also to new
users in the field of neural computing (via the unique Intelligent
Problem Solver, a tool that can guide the user through the necessary
procedures for creating neural networks).
- Independent Components Analysis. STATISTICA ICA uses
state-of-the-art methods for implementing the Independent Component
Analysis algorithm to virtually any practical problem requiring
separation of mixed si.nals into their original components. These
methods include Simultaneous Extraction and Deflation techniques.
- Support Vector Machines. STATISTICA Support Vector Machine
(SVM) is primarily a classier method that performs classification tasks
by constructing hyperplanes in a multidimensional space that separates
cases of different class labels. STATISTICA SVM supports both
regression and classification tasks and can handle multiple continuous
and categorical variables.
- Feature Selection. Serves as an ideal pre-processor for predictive
data mining, to select manageable sets of predictors that are likely
related to the dependent (outcome) variables of interest, for further
analyses with any of the other methods for regression and classification
available in STATISTICA.
- Design of Experiments (DOE). STATISTICA Design of Experiments
offers an extremely comprehensive selection of procedures to design and
analyze the experimental designs used in industrial (quality) research:
2**(k-p) factorial designs with blocking (for over 100 factors,
including unique, highly efficient search algorithms for finding minimum
aberration and maximum unconfounding designs, where the user can specify
the interaction effects of interest that are to be unconfounded),
screening designs (for over 100 factors, including Plackett-Burman
designs), 3**(k-p) factorial designs with blocking (including
Box-Behnken designs), mixed-level designs, central composite (or
response surface) designs (including small central composite designs),
Latin square designs, Taguchi robust design experiments via orthogonal
arrays, mixture designs and triangular surfaces designs, vertices and
centroids for constrained surfaces and mixtures, and D- and A-optimal
designs for factorial designs, surfaces, and mixtures.
- Cluster Analysis. Joining, k Means and Expectation
Maximization (EM) clustering methods, supporting both continuos and
categorical variables. V-fold cross-validation for determining the
appropriate number of clusters.
- General Linear Models. STATISTICA General Linear Models (GLM)
analyzes responses on one or more continuous dependent variables as a
function of one or more categorical or continuous independent variables.
GLM is not only the most computationally advanced GLM tool currently on
the market, but it is also the most comprehensive and complete
application available, offering a larger selection of options, graphs,
accompanying statistics and extended diagnostics than any other program.
Designed with a "no compromise approach", GLM offers the most extensive
selection of options to handle GLM's so-called "controversial problems"
that do not have any widely agreed upon solutions. GLM will compute all
the standard results, including ANOVA tables with univariate and
multivariate tests, descriptive statistics, etc. GLM offers a large
number of results and graphics options that are usually not available in
other programs. GLM also offers simple ways to test linear combinations
of parameter estimate; specifications of custom error terms and effects;
comprehensive post-hoc comparison methods for between group effects as
well as repeated measures effects, and the interactions between repeated
measures.
Platform Capabilities:
- Offline and Online Methods of Use with Auto-Updating Analyses
- Automated, server-based monitoring of parameters
- Central configuration and Administration of Data Connections,
Queries, Analyses and Reports
- Acces. Control and Permissions
- Web browser-based user interfaces
- Audit Trails
- Report Templating and Generation
- Wide Range of Graphical Data Analysis Techniques
- Audit trails
- Data Management: Data verification, cleaning, merging, etc.
Data Access and Querying
- Comprehensive tools for defining and central configuration of
connections and queries to your data repositories (LIMS, process
databases)
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