Posts Tagged ‘ design of experiment ’

Applied Statistics Lesson of the Day – Fractional Factorial Design and the Sparsity-of-Effects Principle

Applied Statistics Lesson of the Day – Fractional Factorial Design and the Sparsity-of-Effects Principle

Consider again an experiment that seeks to determine the causal relationships between  factors and the response, where .  Ideally, the sample size is large enough for a full factorial design to be used.  However, if the sample size is small and the number of possible treatments is large, then a fractional factorial design can be used instead.  Such a […]

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Applied Statistics Lesson of the Day – Additive Models vs. Interaction Models in 2-Factor Experimental Designs

Applied Statistics Lesson of the Day – Additive Models vs. Interaction Models in 2-Factor Experimental Designs

In a recent “Machine Learning Lesson of the Day“, I discussed the difference between a supervised learning model in machine learning and a regression model in statistics.  In that lesson, I mentioned that a statistical regression model usually consists of a systematic component and a random component.  Today’s lesson strictly concerns the systematic component. An […]

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Applied Statistics Lesson of the Day – The Full Factorial Design

Applied Statistics Lesson of the Day – The Full Factorial Design

An experimenter may seek to determine the causal relationships between factors and the response, where .  On first instinct, you may be tempted to conduct separate experiments, each using the completely randomized design with 1 factor.  Often, however, it is possible to conduct 1 experiment with  factors at the same time.  This is better than […]

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Applied Statistics Lesson of the Day – The Completely Randomized Design with 1 Factor

Applied Statistics Lesson of the Day – The Completely Randomized Design with 1 Factor

The simplest experimental design is the completely randomized design with 1 factor.  In this design, each experimental unit is randomly assigned to each factor level.  This design is most useful for a homogeneous population (one that does not have major differences between any sub-populations).  It is appealing because of its simplicity and flexibility – it can […]

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Applied Statistics Lesson of the Day – Positive Control in Experimental Design

Applied Statistics Lesson of the Day – Positive Control in Experimental Design

In my recent lesson on controlling for confounders in experimental design, the control group was described as one that received a neutral or standard treatment, and the standard treatment may simply be nothing.  This is a negative control group.  Not all experiments require a negative control group; some experiments instead have positive control group. A […]

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