PC-MDS
MULTIDIMENSIONAL STATISTICS FOR THE PC
Download
Sample Programs (MDPREF and KYST Multidimensional Scaling)
PC-MDS Documentation
Welcome to our site containing information about PC-MDS, the world's
most widely adopted specialty package for multidimensional scaling.
The PC-MDS programs are based on industry standard programs developed
by Bell Laboratories and BMD (Developed under a federal research grant).
PC-MDS programs have been developed for production work. Each PC-MDS
program operates as an independent unit. For example, Notebook computer
users may copy several PC-MDS programs to a single floppy diskette,
thereby limiting the required system overhead.
The minimal system requirements also result is increased computational
speed. PC-MDS algorithms are fast, efficient and accurate, outperforming
other programs on the market by as much as 50%.
PC-MDS is used in Burke Institute's Advanced Multivariate Classes,
as well as in the Professional Research Seminar Series, offered by the
American Marketing Association.
We are now offering sample programs that may be downloaded and
on-line documentation complete with examples of output that may be viewed:
Again, thank you for your interest. If you have further questions,
please don't hesitate to call.
PC-MDS
MULTIDIMENSIONAL STATISTICS FOR THE PC
PC-MDS 5.1 offers 22 multivariate statistical analysis programs for
the IBM compatible personal computer, including Bell Laboratories multidimensional
scaling, conjoint and cluster analysis programs and an SPSS (c)
type interface for the BMD discriminant, regression and factor analysis
programs. 3-D perceptual maps are produced for MDS and correspondence
analysis. All programs operate using easy to use pop-up menus. PC-MDS
also supports a full screen editor for text and data manipulation.
| MULTIDIMENSIONAL SCALING: |
CONJOINT ANALYSIS PROGRAMS: |
MDPREF Preference Analysis
KYST Scaling Analysis
PREFMAP Preference Mapping
INDSCAL Individual Differences
PROFIT Property Fitting |
MONANOVA Monotone ANOVA
TRADEOFF Attribute Tradeoff
CONJOINT Analyzer / Simulator |
|
| CLUSTER ANALYSIS: |
DATA MANIPULATION PROGRAMS: |
CLUSTER Howard Harris Cluster
HICLUST Hierarchical Cluster
WARDS Ward's Method |
CASE5 Thurstone Case 5
DISTRAN Distance Computation
FMATCH Cliff Factor Matching
EDIT Full Screen Editor |
|
| CORRESPONDENCE ANALYSIS: |
AUTO. INTERACTION DETECTOR: |
CORAN French Algorithm
CORRESP Carroll, Green, Schaffer |
AID Survey Research Ctr. |
|
| MULTIVARIATE ANALYSIS: |
DISCRIM Discriminant Analysis
FACTOR Factor Analysis |
REGRESS Regression Analysis
FREQ Frequency Analysis |
Multidimensional scaling packages have in the past been difficult to
use because of system incompatibilities, batch input and the mainframe
environment. PC-MDS offers a friendly interactive format for even
the most sophisticated analyses. PC-MDS is used in Burke Institute's
Advanced Multivariate Classes, as well as in American Marketing Association
Research Conference tutorials.
For the research firm, PC-MDS means mainframe capability in your office.
PC-MDS requires 640K of memory and is capable of handling problems larger
than the original mainframe versions. Data may be analyzed and re-analyzed
quickly and without additional costs of mainframe computer time. PC-MDS
offers easy word processor access to the ASCII output text files. Plots
and other output may be called into a word processor and moved into
a report or manuscript by simply copying a block of text. Output may
similarly be ranged and saved for spreadsheet and other graphics program
input.
For the educator, PC-MDS means ease of use and offers a total new dimension
in student instruction. pop-up menus and sample data sets create
a sophisticated, yet user friendly package. Scaling, clustering,
conjoint and AID analysis are discussed in the texts for most market
research, modeling, and new product development classes. Now MBA
and Undergraduate students can analyze and interpret these analyses.
DOCUMENTATION: The PC-MDS package
includes documentation describing the algorithms and input variables
for the operation of each of the programs. Each program is accompanied
by an example data set that is analyzed and explained in the documentation.
(300+ pages) |
SYSTEM REQUIREMENTS: PC-MDS operates
on any IBM PC or compatible having 640K of memory. Each program
may be installed on a hard drive or floppy diskette. PC-MDS is a
DOS based program that operates within the DOS window of windows
98, 2000 or NT. PC-MDS uses pop-up windows to prompt the user for
inputs. It will operate in DOS, and from a DOS window in Windows
98, 2000 and Windows NT 4.0. Printer and color graphics monitor
are recommended. |
PRICE: PC-MDS is sold on a single machine license
basis. A one time site license purchase is available. Site licenses
include all machines at a single location..
Single Copy: $ 495.00*
Site license: $2000.00
* Plus Shipping and Handling: $5.00 U.S., $25.00 International
There is no Shipping and Handling charge for a Site License
UPDATE AN EARLIER VERSION:: $ 200.00
Please make all payments in $US by check drawn on a US Bank.
|
| ORDER INFORMATION: Sample programs, as well as
this program description document are available at http:/marketing.byu.edu:
(click to download)
Order by contacting:
Scott M. Smith, Ph.D.
E-mail: smsmith@surveypro.com
PHONE: 800.340.9194
|
ABBREVIATED 3-D PLOT OUTPUT FROM MDPREF
PC-MDS
Program Descriptions And Size Limitations
|
MDPREF |
MultiDimensional PREFerence
Scaling, performs an analysis of any type of dominance data for
up to 100 stimuli (attributes) and 100 subjects (products).
The program develops vector directions for preferences and the configuration
of stimuli in a common space. (3-D Perceptual Maps) |
|
|
KYST |
Offers Kruskal Young
Shepard Torgerson multidimensional
scaling. KYST combines MDSCAL
and TORSCA to include the powerful initial configuration
of TORSCA along with the ability to rotate solutions to principal
components. Proximity (similarity) data is used for up to 100 stimuli
in 10 dimensions, with the limit of 5000 data points. KYST
offers a variety of data input formats and distance measures.
Monotone, polynomial and multivariate regression models may be derived.
(3-D Perceptual Maps) |
|
|
PREFMAP |
Produces PREFerence
MAPping analysis based on a generalization of the
Coombsian unfolding model of preference. These models use
a known configuration of stimuli to portray individual preference
data. Up to 150 stimuli in 10 dimensions may be evaluated
for 49 respondent groups. (3-D Perceptual Maps) |
|
|
INDSCAL |
INdividual Differences
SCALing produces an analysis of proximity (similarity)
data. Program options include INDIFF, for scaling individual
differences and CANDECOMP for performing the more general canonical
decomposition of N-way tables. INDSCAL produces
up to a 7 way solution for 10 dimensions. The product of the
total number of levels must be less than 40,000. (3-D Perceptual
Maps of both stimuli and subject group spaces). |
|
|
PROFIT |
PROperty FITting by
Optimizing Nonlinear or Linear Correlation is a technique for fitting
outside property vectors into stimulus spaces. Two types of
property fitting: Max R, and non linear correlation, are performed.
PROFIT performs separate linear or nonlinear, or
both linear and non-linear regression for a set of 60 properties
on 400 stimuli in 10 dimensions. (3-D Maps) |
|
|
MONANOVA |
MONotone ANalysis
Of VAriance performs additive
conjoint analysis of rank order data. This model handles full
factorial designs and up to 12 factors can be handled with 100 levels
per factor and a maximum of 4000 data points. |
|
|
TRADEOFF |
Performs a non-metric pairwise conjoint
analysis. Utilities are produced for an attribute matrix of
up to 10 levels by 10 levels. Up to 200 Attributes may be defined.
Additive or multiplicative utilities may be specified. Utility importance
values are derived. |
|
|
CONJOINT |
Performs a conjoint analysis of fractional factorial
data. The program is compatible with design files from Bretton Clark's
Conjoint Designer. This two stage program generates utilities,
permits specification of part worth, vector, and ideal point models
which are used in a simulator to generate choice share estimates
using the Bradley-Terry-Luce, Logit and First Choice Models. 50
variables and 10,000 subjects. T-tests of differences between levels. |
|
|
CLUSTER |
Howard Harris CLUSTER analysis of a
subject by variable matrix. Using the K-means method, within-group
variance is minimized at each clustering level. 3000 subjects and
25 variables. |
|
|
HICLUST |
HIerarchical CLUSTering
performs hierarchical cluster analysis on a 200 x 200 matrix of
similarity or dissimilarity data (KYST or INDSCAL input data). Two
methods are performed and cluster maps produced. |
|
|
WARDS |
Ward's method is a hierarchical agglomerative
method of clustering. Ward's method optimizes the minimum variance
within clusters using the within groups sum of squares. 300 subjects
and 300 variables. Groupings and respondent's membership are produced. |
|
|
CASE5 |
Thurstone CASE 5 analysis
computes scale scores from (1) raw paired comparisons data, (2)
a frequency matrix of the number of times one stimulus was preferred
to another stimulus, or (3) ranked data. Up to a 60 stimuli by 60
stimuli matrix. |
|
|
DISTRAN |
Computes a matrix of inter-point distances from a stimuli
by variables data matrix. (100 stimuli and 100 attributes). |
|
|
FMATCH |
Cliff Factor MATCHing
performs an orthogonal rotation of two matrices (such as MDS or
factor analysis solutions) to achieve congruence. FMATCH
will fit a 50 by 50 target matrix to any number of data matrices. |
|
|
AID |
Automatic Interaction
Detector employs a non-symmetrical branching process
based on ANOVA techniques (similar to a stepwise regression) to
subdivide a sample into a series of demographic subgroups. Accommodates
60 variables for large data sets. |
|
|
CORAN |
CORrespondence ANalysis
consists of techniques for mapping two way contingency tables for
large data sets. Correspondence analysis is analogous to a principal
components analysis of rows and columns of contingency tables (cross-tabulation
data). Correspondence analysis finds the best simultaneous representation
of the categorical data. (Lebart, Morineau, Warwick algorithm) (3-D
Perceptual Maps) |
|
|
CORRESP |
CORRESPondence analysis uses the Carroll,
Green and Schaffer algorithm for mapping two way contingency tables
for large data sets. This algorithm double centers the data producing
more accurate representations of structure. Up to 100 rows and columns
of contingency table (cross-tabulation) data may be analyzed. (3-D
Perceptual Maps) |
|
|
DISCRIM |
Interactive stepwise DISCRIMinant analysis.
50 variables and 32,000 subjects. Discrim was developed from the
BMD statistical programs (Algorithms developed under the National
Science Foundation). SPSS mainframe commands support extensive data
manipulation capabilities. |
|
|
REGRESS |
Interactive stepwise multiple regression analysis. Up
to 50 variables and 32,000 subjects. Regress was developed from
the BMD statistical programs (Algorithms developed under the National
Science Foundation). SPSS mainframe commands support extensive data
manipulation capabilities. |
|
|
FACTOR |
Interactive FACTOR Analysis. Orthogonal and oblique
rotation and output and interleaving of factor scores to the respondent
data file are supported. Up to 50 variables may be analyzed for
32,000 subjects. FACTOR was developed from the BMD statistical programs
(Algorithms developed under the National Science Foundation). SPSS
mainframe commands support extensive data manipulation capabilities.
|
|
|
FREQ |
Frequency analysis and descriptive
statistics. Up to 250 variables may be analyzed for 32,000 subjects.
Frequency was developed from the BMD statistical programs (Algorithms
developed under the National Science Foundation). SPSS mainframe
commands support extensive data manipulation capabilities. |
|
|
EDIT |
A full screen ASCII editor with full search and replace,
blocking and file management capabilities. Multiple files may be
open simultaneously. |
|
SPSS is a registered trademark of SPSS Inc.
|