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Setting house taxes by Italian municipalities: what the data say

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Presentation on theme: "Setting house taxes by Italian municipalities: what the data say"— Presentation transcript:

1 Setting house taxes by Italian municipalities: what the data say
Fabio Padovano Dipartimento di Istituzioni Politiche e Scienze Sociali and CREI Università Roma Tre Workshop slides

2 Introduction This “research report” has 4 goals
Discussing main hypothesis on the interaction among local governments in setting tax rates; Reviewing empirical tests based on data about Italian municipalities; Presenting a new data set on the fiscal variables of Italian municipalities - all municipalities for Performing some preliminary tests using this data set. Workshop slides

3 Theories of tax setting
Spillover models (externality) Resource flow models (transfer of resources) Problem of observational equivalency Workshop slides

4 Spillover models Each jurisdiction i chooses the level of a decision variable zi (tax rate, welfare expenditures) Jurisdiction is also affected by the z’s chosen elsewhere – externality of some sort Workshop slides

5 Model structure Objective function FOC Reaction function
Slope of the reaction function depends on nature of preferences – can be positive or negative Workshop slides

6 Yardstick competition
Information spillovers across jurisdictions Voters look at public services and taxes in other jurisdictions to evaluate whether their government is wasting resources Information spillover affects voting behavior Workshop slides

7 BC&R critique Politicians aware of voters’ calculations and react strategically An incompetent government forced to behave more like other governments in order to avoid being detected More pooling behavior, unless YC features a separating technology Workshop slides

8 BC&R empirical testing strategy
Term limit is (possibly) a separating technology Two equations must be estimated: Standard tax setting equation Vote popularity function Workshop slides

9 Resource flow models Jurisdiction cares about the amount of a particular “resource” that resides within its borders. Distribution of this resource among jurisdictions depends on the z choices of all jurisdictions. Jurisdiction i indirectly affected by z-i Tiebout model Workshop slides

10 Model structure Objective function Resource function
Reduced form same as in spillover model Consequence: observational equivalency Workshop slides

11 Testing for strategic interaction
Estimating equation Weights define contiguity – flow of information Coefficient to be estimated Workshop slides

12 Two problems Endogeneity of the zj Spatial error dependence
Because of strategic interaction, z values in different jurisdictions jointly determined. Linear combination of the zj endogenous and correlated with the error term εi. Spatial error dependence Arises when ε includes omitted characteristics of jurisdictions that are themselves spatially dependent Workshop slides

13 Econometric solutions
Maximum likelihood methods IV methods Others? Workshop slides

14 Italian empirical studies - 1
Bordignon, Cerniglia and Revelli (2002, 2003) and Fedeli and Giannoni (2004) BC&R theoretically correct but sample size limited (171 municipalities of Milan province) BC&R basically a cross section No convergence to steady state – business cycle unaccounted for Workshop slides

15 Italian empirical studies - 2
F&G theoretically less precise but larger data set (all Italian municipalities ) Ordered probit model: estimates probability that ICI rate fits 1 of 3 cathegories Significant loss of information - Choice of these classes is arbitrary and unnecessary Focus on the variability of the ICI rates is at best an indirect evidence of strategic interaction; at worst ARCH Workshop slides

16 ICI rates: evolution of national averages
4 4.5 5 5.5 6 6.5 7 1993 1995 1997 1999 2001 years mean Single/Business property rate Domestic property rate Workshop slides

17 ICI rates: average per province 1993
Workshop slides

18 ICI rates: average per provinces 2001
Workshop slides

19 ICI per capita revenues
Workshop slides

20 Mean-variance relationship ICI rates
Workshop slides

21 Preliminary estimates - 1
Only tax setting equation ICI business tax rate depends on: structural characteristics of the jurisdiction: area, population, and urbanization rate; socio-demographic characteristics of the resident population: percentage of youngsters, percentage of elderly people, and rate of unemployment; fiscal variables: grants from central government and disposable income per capita; Workshop slides

22 Preliminary estimates - 2
Political variables, 3 dummies, 1 %: ideological differences between right-wing and left-wing governments; election year (opportunistic behavior of incumbents in election years); term limit - potential differences in tax setting between first term and second term mayors. confidence of re-election dummy, share of the votes obtained by the incumbent in the previous election. Workshop slides

23 Preliminary estimates - 3
Yardstick competition variable: neighboring governments’ property tax rates Different model specifications to sort out YC-type of behavior Workshop slides

24 Model specification Begin with 2 estimating equations:
Mod1: Spatial error Accounts for endogeneity of the zj Mod2: spatial error dependence Accounts for simultaneity bias Workshop slides

25 Regressions – Mod 1 & Mod 2 Workshop slides

26 Main results -1 No systematic differences between right-wing and left-wing governments Tax rates lower in election years Area positive and significant Population negative and significant - economies of scale in public service provision Urbanization positive effect Unemployed, elderly and young negative effect Workshop slides

27 Main results - 2 Fiscal variables apparently do not impact on the tax rate – conflicting effects Mod1 yields statistically insignificant estimates of spatial coefficient Mod2 yields an IV estimate of the spatial coefficient φ = 0.23, statistically significant at the 99% level. Mod2 more appropriate Workshop slides

28 Problem Mod2 compatible with:
Yardstick competition Spatially correlated shocks to tax setting behavior with no behavioral significance Estimate Mod3: allows for different behavior of mayors, based on term limit. Workshop slides

29 Mod3 – Term limit - 1 Mod3 specification
Matrix D equals 1 incumbent faces term limit, 0 otherwise. If mayor faces term limit, his interaction with neighboring jurisdictions’ policies captured by parameter φ1 If mayor runs for reelection, spatial interaction captured by φ2 Workshop slides

30 Mod3 – Term limit - 2 Theoretical prediction: φ1=0 and φ2≠0
If φ1=φ2= φ = Mod2. Workshop slides

31 Regression results – Mod3 - 1
Workshop slides

32 Regression results – Mod3 – 2
Workshop slides

33 Main results - 1 Little difference in behavior (see constant term): 2 reasons First term mayors bound by election prospects, second term mayors a selected sample of better than average mayors - do not tend to raise tax rates. Unexpectedly: both kinds of mayors tend to set lower tax rates in election years – party discipline? Workshop slides

34 Main results - 2 Only evidence of yardstick competition
Mayor with binding term limit: no evidence of spatial auto-correlation in tax rates. Parameter φ1 not significantly different from zero. Mayors that run for re-election: significantly affected by neighbors’ tax rates. Parameter φ2 = 0.5 at 99% level of confidence Workshop slides

35 What else should be done?
Econometric improvements (ML techniques alongside IV) Information about spending and other fiscal instrument levels at the municipal level (such as the income tax surcharge) Estimation of vote-popularity function alongside tax setting equation Workshop slides


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