Association rules are widely used in the literature to extract and explore correlations within databases. The rules are extracted through a combinatorial analysis of all possible variable values, ranging in size from 2 to N, and filtered by measures such as support and confidence. Support applies a minimum occurrence filter, while confidence has a minimum conditional probability filter. For this reason, association rules tend to present 1 of 2 problems: (i) the values of support and confidence are too high and only obvious rules are presented or (ii) the values of support and confidence are too low and the number of extracted rules is extremely high. In case (i), the extracted knowledge is probably not new to the area expert, which makes the entire mining process non-productive. In case (ii), there is potentially useful knowledge extracted by the rules; However, due to the high number of standards, this knowledge is difficult to find. In order to assist the problem described in (ii), some association rule postprocessing approaches have been proposed, among them the Association Rule Network (ARN). The ARN is able to explore the rule base according to an objective item, focusing all exploration on identifying which base items correlate with the chosen item. When modeling only a single item, the ARN proved incomplete, since dominant items can relate to multiple items in a database but are not important for any of them to occur. In this doctorate we proposed 2 approaches capable of exploring the generated rules, focusing the exploration on more than one objective item. The Conventional exARN and the Greedy exARN. By exploring rules with more than one objective item, the proposed approaches are able to identify dominant items, which are items that relate to multiple objective items, and determining items, which relate to only a single objective item. The results for both approaches were promising. The Conventional exARN performed well on a less dense bases, where there are fewer relationships between items. The Greedy exARN has performed well on extremely dense bases, since the greedy algorithm behind the approach is able to drastically reduce the amount of rules modeled.