Abstract
The strategic manipulation of fiscal policy in the context of winning elections is a hotly debated issue in economics and political economy. This paper is a theoretical analysis of the manipulation of fiscal policy by an electorally motivated incumbent politician who derives utility from voting support and dis-utility from primary deficit. The incumbent could be one of the following two types: opportunistic or partisan. Using the method of optimal control, the paper derives the equilibrium time paths of both voting support and primary deficit by the incumbent in a dynamic model of finite time horizon under complete information. The level of voting support obtained in case of both types of incumbents is found to be positive and rising over time. Thus, the opportunistic and partisan budgetary cycles follow a similar time pattern, although the cyclicality in case of former is more pronounced than in case of latter in the period closer to the election year. Besides, an opportunistic incumbent is more likely to face rejection when there is sufficiently strong anti-incumbency. Thus, in case of anti-incumbency with opportunism, primary deficit and voting support fall over time. An opportunistic incumbent is also likely to find it costlier to run a primary deficit higher than a specified threshold level than a partisan one. This implies that per unit votes garnered by raising the primary deficit in excess of the threshold level are lower when the incumbent is opportunistic than when she/he is partisan. Numerical simulations corroborate these analytical results.
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04 March 2019
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Notes
In fact, ‘some’, deficit in the economy is claimed to be good if an economy is spending on productive investment activities. However, a large magnitude of expenditure today entails higher future tax, which voters might not like and, hence, expenditure has to be contained below a certain threshold level. In India, for instance, it has been decided to maintain the aggregate fiscal deficit at 3% of gross domestic product (GDP) under the Fiscal Responsibility and Budget Management Act (FRBM Act-2003).
While the FRBM Act was passed in 2003, it started having an impact only a few years later.
The analysis in this paper refers to the primary deficit throughout, where positive and negative values represent primary surplus and primary deficit respectively.
The national level elections refer to either parliamentary or presidential elections depending on whether the country follows a parliamentary or presidential form of government.
This is the time path of the fiscal policy variable (and the associated voting support) that maximizes the pay-off for the incumbent government over an election cycle.
It is stated that, “one candidate may be particularly able (or unable) to cope with a shock in the price of oil, or to enact the effective labor market legislation, or to negotiate with trade unions (Persson and Tabellini 1990. pp. 80).”
The opportunistic behavior of different partisan politicians may be different. Adjusting the party’s standing position toward the ‘middle’ might be the most effective opportunistic policy for a partisan politician.
Visible good refers to public provision of the good that is perceived to provide direct or visible benefits to the citizen-voter—for example, providing solar panels as a public good provision.
Note that, as more and more voting support is rendered to the incumbent, there will be more withdrawal (friction) of the citizen-voters over the electoral term, which may also be due to the presence of an alternative party in the political arena. It is this parameter of friction that captures the notion of anti-incumbency later in the analysis.
From eq. (18), the part of the last term \( e^{{ - \frac{\rho }{\epsilon }t + \frac{\alpha - \delta \gamma }{\delta \epsilon }(t - T)}} \) can be written as \( e^{{ - \frac{\rho }{\epsilon }t}} .e^{{\frac{\alpha - \delta \gamma }{\delta \epsilon }(t - T)}} \) where, as \( t \to T \) and small enough \( \epsilon \), we have \( e^{{ - \frac{\rho }{\epsilon }t}} \to 0 \) and \( {{ \frac{\alpha - \delta \gamma }{\delta \epsilon }(t - T)}}\to 1 \).
While no explicit thresholds on parameters are required, suffice is to say that the regularity condition in Eq. (16) is met.
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Acknowledgements
We would like to thank the participants at the IGC-ISI Summer School Workshop July 12–16, 2014, the Winter School, December 5–17, 2014 at the Delhi of School of Economics, University of Delhi and the conference on ‘Papers in Public Economics and Policy’ at National Institute of Public Finance and Policy (NIPFP), New Delhi, on March 12–13, 2015. We also benefitted by comments from Prof. Chetan Ghate and Prof. Dilip Mookherjee at the IGC-ISI workshop and Dr. Mausumi Das at the Winter School. We are grateful to Dr. Bodhisattva Sengupta and two anonymous referees for their insightful and valuable comments.
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Manjhi, G., Mehra, M.K. Dynamics of Political Budget Cycle. Ital Econ J 5, 135–158 (2019). https://doi.org/10.1007/s40797-019-00084-1
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DOI: https://doi.org/10.1007/s40797-019-00084-1
Keywords
- Opportunistic incumbent
- Partisan incumbent
- Primary deficit
- Voting support
- Political budget cycles
- Anti-incumbency