| tmlenet-package | Targeted Maximum Likelihood Estimation for Network Data |
| +.DefineSummariesClass | Define Summary Measures sA and sW |
| BinDat | R6 class for storing the design matrix and binary outcome for a single logistic regression |
| BinOutModel | R6 class for fitting and making predictions for a single logistic regression with binary outcome B, P(B | PredVars) |
| CategorSummaryModel | R6 class for fitting and predicting joint probability for a univariate categorical summary measure sA[j] |
| ContinSummaryModel | R6 class for fitting and predicting joint probability for a univariate continuous summary measure sA[j] |
| DatNet | R6 class for storing and managing already evaluated summary measures 'sW' or 'sA' (but not both at the same time). |
| DatNet.sWsA | R6 class for storing and managing the combined summary measures 'sW' & 'sA' from DatNet classes. |
| def.sA | Define Summary Measures sA and sW |
| def.sW | Define Summary Measures sA and sW |
| DefineSummariesClass | R6 class for parsing and evaluating user-specified summary measures (in 'exprs_list') |
| Define_sVar | R6 class for parsing and evaluating node R expressions. |
| df_netKmax2 | An example of a row-dependent dataset with known network of at most 2 friends. |
| df_netKmax6 | An example of a row-dependent dataset with known network of at most 6 friends. |
| eval.summaries | Evaluate Summary Measures sA and sW |
| mcEvalPsi | R6 class for Monte-Carlo evaluation of various substitution estimators for exposures generated under the user-specified stochastic intervention function. |
| NetInd_mat_Kmax6 | An example of a network ID matrix |
| print_tmlenet_opts | Print Current Option Settings for 'tmlenet' |
| RegressionClass | R6 class that defines regression models evaluating P(sA|sW), for summary measures (sW,sA) |
| SummariesModel | R6 class for fitting and predicting model P(sA|sW) under g.star or g.0 |
| tmlenet | Estimate Average Network Effects For Arbitrary (Stochastic) Interventions |
| tmlenet_options | Setting Options for 'tmlenet' |