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- Regression - Save Variable(s) - Probabilities of Each Response (category Regression)Creates a new variable containing predicted probabilities of each response from a model (e.g., from Regression - Ordered Logitordered logit). Running this2 KB (151 words) - 00:52, 8 May 2023
- of probabilities of a binary outcome variable. Uses the Probabilities method from the R package flipData. Unlike the defaults in most R packages, this implementation1 KB (73 words) - 00:57, 21 August 2023
- Go to Insert > Regression > Linear Regression 2. Under Inputs > Outcome, select your dependent variable 3. Under Inputs > Predictor(s), select your independent18 KB (3,629 words) - 05:23, 20 October 2023
- for certain types of outcome variable. Linear Appropriate for a continuous outcome variable. See Regression - Linear Regression. Binary Logit Appropriate19 KB (3,646 words) - 05:23, 20 October 2023
- for certain types of outcome variable. Linear Appropriate for a continuous outcome variable. See Regression - Linear Regression. Binary Logit Appropriate20 KB (3,631 words) - 05:23, 20 October 2023
- Poisson regression requires a count variable as the dependent variable. In Displayr, the best data format for this type is Numeric. A count variable must19 KB (3,781 words) - 05:23, 20 October 2023
- when the dependent variable is continuous. See Regression - Linear Regression. Binary Logit The Binary Logit is a form of regression analysis that models19 KB (3,813 words) - 05:23, 20 October 2023
- 1. Go to Insert > Regression > NBD Regression 2. Under Inputs > Outcome, select your dependent variable 3. Under Inputs > Predictor(s), select your independent19 KB (3,754 words) - 05:23, 20 October 2023
- for certain types of outcome variable. Linear Appropriate for a continuous outcome variable. See Regression - Linear Regression. Binary Logit Appropriate20 KB (3,811 words) - 05:23, 20 October 2023
- to Insert > Regression > Quasi-Poisson Regression 2. Under Inputs > Outcome, select your dependent variable 3. Under Inputs > Predictor(s), select your19 KB (3,733 words) - 05:23, 20 October 2023
- number of levels and variables per case to save for the Text Analysis - Save Variable(s) - Categories and Text Analysis - Save Variable(s) - First Category84 KB (10,645 words) - 06:37, 2 April 2024
- Outcome variable and 'Age', 'Gender' and 'Exercise Frequency' as the Predictor variables. Outcome Variable to be predicted. Predictors Variables which will20 KB (2,119 words) - 05:23, 20 October 2023
- Regression - Save Variable(s) - Propensity Weight (category Regression)or Regression model that has an outcome variable with only two categories such as a Binary Logit regression). Assume the outcome variable [math]\displaystyle{2 KB (530 words) - 00:51, 8 May 2023
- prior probabilities used in computing the probabilities of group membership of the Outcome (Machine Learning - Save Variable(s) - Probabilities of Each23 KB (2,444 words) - 05:23, 20 October 2023
- a numeric variable, in which case a forest of regression trees is estimated, or classification trees if categorical. Predictors The variable(s) to predict23 KB (2,358 words) - 05:23, 20 October 2023
- Outcome The variable to be predicted by the predictor variables. It may be either a numeric or categorical variable. Predictors The variable(s) to predict20 KB (2,045 words) - 05:23, 20 October 2023
- may be either a numeric or categorical variable. Predictors The variable(s) to predict the outcome. Algorithm The machine learning algorithm. Defaults to21 KB (2,266 words) - 05:23, 20 October 2023
- provided. Machine Learning - Save Variable(s) - Predicted Values and Machine Learning - Save Variable(s) - Probabilities of Each Response may be used to17 KB (1,559 words) - 05:23, 20 October 2023
- integer values). See Regression - Poisson Regression. Quasi-Poisson Appropriate for count outcomes. See Regression - Quasi-Poisson Regression. NBD Appropriate23 KB (4,336 words) - 05:23, 20 October 2023
- Outcome The variable to be predicted by the predictor variables. It may be either a numeric or categorical variable. Predictors The variable(s) to predict27 KB (3,019 words) - 05:23, 20 October 2023