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The TreeAge Pro Healthcare Module integrates seamlessly with TreeAge Pro,
adding Markov processes, comparative effectiveness and
cost-effectiveness analysis, functionality of critical
importance in many healthcare decision models. The Healthcare module also adds
functionality to TreeAge Pro's Monte Carlo simulation engine, in order to fully
support Markov, comparative effectiveness and cost-effectiveness models.
The Healthcare module is designed to meet the special needs of professionals
and students in healthcare, health services research, and pharmacoeconomics.
Although Markov, comparative effectiveness and cost-effectiveness models are
used primarily in health-related fields, the Healthcare module also has
applications in other areas. Markov models can be used to represent and analyze
the uncertainties found in complex and repetitive processes, such as systems
maintenance and product marketing. Markov models can incorporate the changing
states (conditions) of markets, physical plant, and
communications/transportation infrastructure.
Cost-effectiveness analysis can be applied to a broad range of problems where
the non-monetary benefits of various strategies must be balanced against their
potential costs, taking into account available budgets. Examples include
decisions about environmental disaster cleanup, protecting infrastructure
against possible terrorist attack, and optimal use of military resources.
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Key Benefits
- Analyze potential changes in healthcare practices and priorities
- Evaluate the cost-effectiveness of complex treatments for multiple
sub-populations
- Represent both short- and long-term diseases and interventions
- Communicate the relative benefits and risks of competing treatments
- Simulate the uncertainty in costs and effects of treatments
Features Markov
Models Calculate survival using a state transition model, in order to
determine expected cost and effectiveness. Run cohort analysis, generate
survival curves, and run microsimulations.
Cost-Effectiveness
Analysis Analyze competing strategies' on the basis of cost and
effectiveness, incremental cost-effectiveness, net health benefits, and net
monetary benefits.
Monte Carlo
Simulation Resample parameter values from historical data stored in
tables, or from 18 continuous or discrete probability distributions. Reevaluate
the tree using 1-, 2-, or 3-dimensional simulations with millions of iterations.
Run lengthy simulations using multiple processors or a network of computers.
Reporting
Display, print, and export a variety of text reports, histograms, scatter plots,
bar graphs and more ¡¦ | |

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