Executive Summary
One of the most important and useful tools in all of marketing research is the ability to conduct studies using conjoint analysis. Full profile conjoint analysis is a way of using experimental design and full/partial factorials to come up with a set of cards that represents a given product’s features and levels (profiles). A person will go through and rank these cards in order of preference, from which the researcher can later derive representational utility for each combination of features and levels. It is not hard to see that as you include more features or levels per feature the more possible combinations there are and the less feasible it becomes to have a person go through and rank the cards. To compensate for this, experimental design narrows the total number of possibilities (factorials) that would be on each card to a manageable set of cards between 8 and 16 in most cases. The model is limited in that the more you use fractional factorials, the less your predictive capability becomes. For example, if I have a product that has four features with four levels per feature the total number of possible combinations is 256 (4x4x4x4). The model will use partial factorials to narrow the required number of cards to 16 and gives the researcher predictive capability to estimate utility levels for any combination—even one that has not necessarily been represented on the cards.
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