A data set package with the "Orsi" and "Park/Durand" fronts as
'SpatialLinesDataFrame' objects. The Orsi et al. (1995) fronts are published at
the Southern Ocean Atlas Database Page, and the Park et al. (2019) fronts are published at the 'SEANOE'
Altimetry-derived Antarctic Circumpolar Current fronts page, please see package CITATION for details.

Convertinging Odds Ratio to Relative Risk with Partial Data
Information
Convertinging Odds Ratio to Relative Risk with Partial
Data Information

Convertinging Odds Ratio to Relative Risk with Partial Data Information

Converting Odds Ratio to Relative Risk in Cohort Studies with
Partial Data Information
Converting the Odds Ratio to the Relative Risk in Cohort
Studies with Partial Data Information

Converting the Odds Ratio to the Relative Risk in Cohort Studies with Partial Data Information

Convert the Odds Ratio to the Relative Risk in Cohort Studies with Partial Data Information.

Convert odds ratio to relative risk in cohort studies with partial data information.

Convert odds ratio to relative risk in cohort studies with partial data information (Wang (2013) <doi:10.18637/jss.v055.i05>).

Multivariate Logistic Regressions Using Orthogonalized
Residuals.
Kunthel By, Bahjat F. Qaqish, and John S. Preisser
Performs multivariate logistic regressions by way of
orthogonalized residuals. As a special case, the methodology
recasts alternating logistic regressions in a way that is
consistent with standard estimating equation theory. Cluster
diagnostics and observation level diagnostics such as leverage
and Cook's distance are computed based on an approximation.
Exact versions of these diagnostics are computationally
demanding and as of this version, will not be included.

Multivariate Logistic Regressions Using Orthogonalized Residuals.
Performs multivariate logistic regressions by way of orthogonalized residuals.
As a special case, the methodology recasts alternating logistic regressions
in a way that is consistent with standard estimating equation theory.
Cluster diagnostics and observation level diagnostics such as
leverage and Cook's distance are computed based on an approximation.
Exact versions of these diagnostics are computationally demanding and
as of this version, will not be included.