The acquisition of a 14-term partial ordering was compared with the acquisition of a 14-term linear ordering. Learning the partial ordering was found to be more difficult because of two factors: (1) Subjects do not appear to have in their knowledge systems a prototype or rule for representing a long list of comparative relations as a partial ordering structure, and (2) the partial ordering must be presented so that some of the adjacently presented premises do not contain a common element. When these two factors were controlled, the partial ordering was as easy to learn as the linear ordering. It was also found that subjects learning the partial ordering showed no evidence of a serial position learning curve, whereas subjects learning the linear ordering showed some tendency to produce a serial position learning curve. linear ordering, however, an item can have at most two direct connections to other items, one "greater than" connection and one "less than" connection. Also, in a linear ordering there will always be two items that have only one direct connection to other items in the chain: the two ends of the chain. There have been many investigations of how linear order information is encoded and retrieved. In these studies, subjects are presented a set of propositions that describe a linear ordering of comparative relations. An example of such a set is "Mary is older than Judy, Judy is older than Anne, and Anne is older than Lynn." The information in these sentences can be combined to form a connected chain of premises; namely, "Mary is older than Judy who is older than Anne who is older than Lynn." Most investigations of linear orderings have concluded that subjects encode the information from this type of input into a single integrated construct. One line of evidence used to support this conclusion is the fmding of a serial position learning curve. In learning a set of individual comparisons, subjects make more errors on the pairs in the middle of the ordering than on those at the ends (e.g., Riley & Trabasso, 1974;Trabasso, Riley, & Wilson, 1975). Bower (1971) has argued that such effects are prima facie evidence of an integrated construction.However, the serial position learning curve has not been found with partial orderings of comparative relations. Like linear orderings, partial orderings involve a sequence of linked items that form a connected chain of premises. Unlike linear orderings, the chain involves branches. For example, compare the topographical properties of the simple linear ordering illustrated in Figure la with the partial ordering shown in Figure 1b. Both orderings contain 14 linked items and can be described by a set of 13 comparative premises. In the