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How does Epicure differ from other risk regression tools?
Eric Grant@egrant
21 Posts
#1 · 09/12/2023, 12:02 pm
Quote from Eric Grant on 09/12/2023, 12:02 pm
- Provides a simple method for defining and fitting rate and risk regression models that go beyond the log linear models routinely available in most other packages. These include:
- Excess relative rate and excess odds models for analyses dose response shape and effect modification
- Excess risk/rate (risk/rate difference) models.
- Additive and multiplicative joint effect models
- Model specification is simple but powerful. It is easy to:
- add or remove covariates from a model
- fix the values of individual parameters at specific value
- specify boundary constraints for individual parameters,
- Powerful tools for the creation of detailed rate (person-year) tables
- Multiple time scales (e.g., attained age, calendar time, smoking status and duration)
- Time-dependent category variables (e.g., cumulative dose, pre-/post-menopause, number of pregnancies)
- Multiple summary variables (e.g., multiple causes of death, current age/year/dose, pack years)
- Either fully parametric or stratified rate (Poisson regression) or risk models (unconditional logistic regression)
- Provides a simple method for defining and fitting rate and risk regression models that go beyond the log linear models routinely available in most other packages. These include:
- Excess relative rate and excess odds models for analyses dose response shape and effect modification
- Excess risk/rate (risk/rate difference) models.
- Additive and multiplicative joint effect models
- Model specification is simple but powerful. It is easy to:
- add or remove covariates from a model
- fix the values of individual parameters at specific value
- specify boundary constraints for individual parameters,
- Powerful tools for the creation of detailed rate (person-year) tables
- Multiple time scales (e.g., attained age, calendar time, smoking status and duration)
- Time-dependent category variables (e.g., cumulative dose, pre-/post-menopause, number of pregnancies)
- Multiple summary variables (e.g., multiple causes of death, current age/year/dose, pack years)
- Either fully parametric or stratified rate (Poisson regression) or risk models (unconditional logistic regression)
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