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Intention and action in retirement preparation

Published online by Cambridge University Press:  30 October 2018

JOB M.T. KRIJNEN*
Affiliation:
UCLA Anderson School of Management, Los Angeles, CA, USA
MARCEL ZEELENBERG
Affiliation:
Department of Social Psychology, Tilburg University, Tilburg, The Netherlands and Department of Marketing, Vrije Universiteit Amsterdam, Amsterdam, The Netherlands
SEGER M. BREUGELMANS
Affiliation:
Department of Social Psychology, Tilburg University, Tilburg, The Netherlands
ANNA VAN DER SCHORS
Affiliation:
National Institute for Family Finance Information (Nibud), Utrecht, The Netherlands
*
*Correspondence to: UCLA Anderson School of Management, 110 Westwood Plaza, Los Angeles, CA 90095, USA. Email: job.krijnen@anderson.ucla.edu
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Abstract

Many people delay their preparation for retirement. Policy-makers often attempt to motivate people to take timely action by increasing the perceived importance of retirement saving, yet the effectiveness of such strategies can be doubted. We examined why a strategy of emphasizing importance may be ineffective by distinguishing between intention to prepare for retirement and action in actually taking steps toward preparation. Two surveys (n1 = 1171; n2 = 832) showed that importance and difficulty were both predictive of people's intentions to prepare for retirement, but that difficulty was a much stronger predictor of people's actual actions. Using data from an additional survey (n3 = 986), a series of follow-up tests provided further evidence that difficulty of retirement preparation is a stronger predictor of inaction than importance of retirement saving. These findings help explain why policies aimed at simplifying retirement preparation (e.g., automatic enrollment) have been more successful than policies aimed at increasing the importance of retirement saving (e.g., tax advantages).

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Article
Copyright
Copyright © Cambridge University Press 2018
Figure 0

Table 1. Six key retirement preparations as determined by the Dutch National Institute for Family Finance Information (Nibud), used in Studies 1 and 2

Figure 1

Table 2. Distribution of participants over the four predicted classes, recoding from predicted class to variables intention and action and summary statistics of importance and difficulty per predicted class in Study 1

Figure 2

Table 3. Binary logistic regression analysis with intention as the dependent variable (Study 1). Last column shows predicted percentage of people having intention to prepare for retirement for 1 SD below and above the mean of importance and difficulty, respectively, while holding all other variables constant at their mean. CI = confidence interval; OR = odds ratio

Figure 3

Table 4. Binary logistic regression analysis with action as the dependent variable (Study 1). Last column shows predicted percentage of people taking action to prepare for retirement for 1 SD below and above the mean of importance and difficulty, respectively, while holding all other variables constant at their mean. CI = confidence interval; OR = odds ratio

Figure 4

Table 5. Distribution of participants over the four predicted classes, recoding from predicted class to variables intention and action and summary statistics of importance and difficulty per predicted class in Study 2

Figure 5

Table 6. Binary logistic regression analysis with intention as the dependent variable (Study 2). Last column shows predicted percentage of people having intention to prepare for retirement for 1 SD below and above the mean of importance and difficulty, respectively, while holding all other variables constant at their mean. CI = confidence interval; OR = odds ratio

Figure 6

Table 7. Binary logistic regression analysis with action as the dependent variable (Study 2). Last column shows predicted percentage of people taking action to prepare for retirement for 1 SD below and above the mean of importance and difficulty, respectively, while holding all other variables constant at their mean. CI = confidence interval; OR = odds ratio

Figure 7

Table 8. Ordinal logistic regression analysis with propensity to procrastinate as the dependent variable. CI = confidence interval; OR = odds ratio

Figure 8

Table 9. Ordinal logistic regression analysis with propensity to procrastinate as the dependent variable. CI = confidence interval; OR = odds ratio

Figure 9

Table 10. Ordinal logistic regression analysis with propensity to procrastinate as the dependent variable. CI = confidence interval; OR = odds ratio

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