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Is this Sponsor a Good Exemplar? Investigating Sport Sponsorship as a Goal-Derived Category<br />

Peter Dickenson, Loughborough University, United Kingdom<br />

Chanaka Jayawardhena, Loughborough University, United Kingdom<br />

Introduction<br />

It is unclear why certain br<strong>and</strong>s are assumed to be sponsors of sporting events even though they are not sponsors, while<br />

other br<strong>and</strong>s, which are actually sponsors, are not associated at all. Previous studies examining this question have<br />

manipulated sponsor-sponsee relationships in such a way that it has limited one‘s underst<strong>and</strong>ing of sponsorship effects.<br />

Consequently, underst<strong>and</strong>ing how to capitalise or counteract these effects is inadequate, especially when marketing to<br />

specific consumers. The objective of this paper is to address this research question. In so doing we suggest a new<br />

approach.<br />

Purpose<br />

Due to the different suggested heuristics that are assumed to play a part in constructing sponsorship evaluations, it is<br />

proposed that sponsorship should in fact be investigated in terms of a goal-derived category, which consists of members<br />

(br<strong>and</strong>s) that subjects think of when forming their consideration set. Goal-derived categories are defined as those<br />

categories created simply to achieve a particular goal where category members are taken from several taxonomic<br />

(product/service) categories <strong>and</strong> only become salient when relevant to the necessary goal (Barsalou, 1985). A<br />

consideration set is defined as ―the set of br<strong>and</strong>s that are brought to mind <strong>and</strong> scrutinized carefully at a particular choice<br />

occasion‖ (Suh, 2009). The graded structure of members distinguishes them from unordered sets (Rosch, Simpson <strong>and</strong><br />

Miller, 1976). Graded structure refers to the ―continuum of category representativeness, beginning with the most<br />

representative members of a category <strong>and</strong> continuing through its atypical members to those nonmembers least similar to<br />

category members‖ (Barsalou, 1985).<br />

To the best of the authors‘ knowledge, ‗sponsorship‘ per se has not been considered as a goal-derived category before.<br />

If such a category of ‗sponsorship‘ can be found then it would suggest that particular factors would share unique<br />

correlations with member typicality. This is important because previous consumer-behaviour research has<br />

predominantly found a linear relationship between member typicality <strong>and</strong> br<strong>and</strong> evaluation measures (Loken, Barsalou<br />

<strong>and</strong> Joiner, 2008). It has also been suggested that the schema congruity effect, where moderate (in)congruity leads to<br />

greater evaluations compared to congruity conditions, may not occur in goal-derived categories (Noseworthy et al.,<br />

2010).<br />

Methodology<br />

Barsalou‘s (1985) methodology (study one) was closely followed, except only br<strong>and</strong> names were generated during the<br />

main part of the procedure. Unless otherwise stated, subjects were r<strong>and</strong>omly chosen students from a large UK<br />

university, assigned to different conditions, where the research instrument had the appearance of a survey. Subjects in<br />

the first manipulation were asked to generate br<strong>and</strong>s ‗associated with the category: sponsorship‘ <strong>and</strong> were given a time<br />

period of 30 seconds for each category label. The br<strong>and</strong>s which were mentioned by at least two separate subjects were<br />

included in the ‗sponsorship‘ category. Output dominance scores were calculated by the number of times a br<strong>and</strong> was<br />

mentioned.<br />

Subsequent subjects were either asked to rate ‗exemplar goodness‘, ‗ideals‘, ‗frequency of instantiation‘ (‗FoI‘) or<br />

‗central tendency‘ (a convenience sample was used for subjects completing the central tendency measures because of<br />

the considerable time needed to complete measures for this variable). If ‗exemplar goodness‘ was being rated, subjects<br />

were told to circle a number on the 9-point scale, anchored by ‗poor example‘ <strong>and</strong> ‗excellent example‘. If ‗frequency of<br />

instantiation‘ was being rated, subjects were told to circle a number on the 9-point scale, anchored by ‗not frequently at<br />

all‘ <strong>and</strong> ‗very frequently‘. If ‗central tendency‘ was being investigated, subjects were asked to rate how similar they<br />

perceived each br<strong>and</strong> to be with the br<strong>and</strong> it was paired with when considering them together under the category of<br />

sponsorship. In total, there were 190 pairs of br<strong>and</strong>s with anchors on the 9-point scale labelled ‗not similar at all‘ <strong>and</strong><br />

‗very similar‘. If ‗ideals‘ was being rated, subjects were told to circle a number on the 9-point scale, anchored by ‗very<br />

low amount‘ <strong>and</strong> ‗very high amount‘. Unlike Barsalou (1985), they were not given a specific ‗ideal‘ dimension. This is<br />

because subjects could perceive a number of ‗ideals‘ that would make a br<strong>and</strong> a good sponsor. <strong>Br<strong>and</strong></strong> ratings in each of<br />

these variables were averaged according to the procedure used by Barsalou (1985). Expertise was determined using a<br />

median split on an adapted version of Dickerson <strong>and</strong> Gentry‘s (1983) sports enthusiasm scale.<br />

Results<br />

Initially, correlation scores were calculated for all groups, before expert- <strong>and</strong> novice- groups were produced. Without an<br />

‗expertise split‘, all variables (‗ideals‘, ‗FoI‘, ‗CT‘, ‗exemplar goodness‘ <strong>and</strong> ‗output dominance‘) appear to be<br />

significantly correlated with each other (correlations significant at at least the .05 level) apart from two – ‗central<br />

tendency‘ <strong>and</strong> ‗output dominance‘ <strong>and</strong> ‗ideals‘ <strong>and</strong> ‗output dominance‘. Also, ‗ideals‘ <strong>and</strong> ‗exemplar goodness‘ <strong>and</strong><br />

‗frequency of instantiation‘ <strong>and</strong> ‗exemplar goodness‘ show the highest correlations, matching Barsalou‘s (1985) initial<br />

work, as well as suggesting ‗FoI‘ <strong>and</strong> ‗Ideals‘ could predict typicality of the ‗sponsorship‘ category.<br />

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