The IPA model is a new tool to
categorize the different service attributes and provide specific strategies for
attributes in each category. It allows managers to easily grasp the exact
perceptions of users of a quality attribute and coping strategies to improve
service quality and achieve a competitive advantage.
Despite it judges the
quality of a service in terms of customer satisfaction focusing on listening to
the voice of thecustomer (VOC) it does not take into account the degree of importance given
by the customers to certain quality elements.
IPA stands for
Importance-Performance Analysis; it was first proposed and introduced by
Martilla and James (1977) to measure client satisfaction according to the
importance of the service and the performance of the business in providing that
service. The tool is a graph of a pair of coordinate axis: the importance axis
(y-axis) and the performance axis (x-axis) of the different elements involved.
Thus, we obtain four quadrants and different suggested marketing strategies for
each one:
- Quadrant
A: high importance, low performance. It suggests concentrating efforts and
immediate attention for improvement here as it sets major weaknesses.
- Quadrant
B: high importance, high performance. It suggests keeping up with the good work
as it indicates strengths; opportunities for achieving and maintaining
competitive advantages.
- Quadrant
C: low importance, low performance. These are minor weaknesses and do not
require additional effort.
- Quadrant
D: low importance, high performance. It indicates that business resources
committed to this axis would be overkill and should be deployed elsewhere.
Due to its characteristics,
IPA model can be useful when investigating the critical service quality
attributes in the chain restaurant industry.
References:
Pai, F. et al. (2016)
‘Classifying Restaurant Service Quality Attributes´. Taylor & Francis
Online. Available from: https://goo.gl/7Yv3LE
Silva, F. et al. (2010) ‘Importance-Performance
Analysis’. Polytechnic Institute of Bragança. Available from: https://goo.gl/Wi3qe3
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