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Erschienen in: Review of Accounting Studies 2/2015

01.06.2015

The optimal focus of transfer prices: pre-tax profitability versus tax minimization

verfasst von: Jan Thomas Martini

Erschienen in: Review of Accounting Studies | Ausgabe 2/2015

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Abstract

This paper studies transfer prices influencing managerial decisions and determining corporate taxes in a multinational firm. Common sense suggests that the transfer price decision should be made to maximize the firm’s after-tax profit and thus achieve the optimal trade-off between pre-tax profitability and tax minimization. Based on a model of a decentralized firm facing asymmetric information with respect to operations, I examine why this conclusion does not hold in general. In particular, I demonstrate that a policy of negotiated transfer pricing, under which the divisions exploit their superior information but select the transfer price to maximize the firm’s pre-tax profit, is the firm’s optimal organizational choice if the high-tax division’s productivity is high. With respect to the firm’s discretion over the transfer price, I identify situations where the firm’s optimal policy choice does not depend on the arm’s length range and where less discretion increases the firm’s profitability.

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Fußnoten
1
See, for example, Anthony and Govindarajan (2000, p. 201) or Tang (2002, p. 42) for the functions of (international) transfer prices and their empirical prevalence.
 
2
The figures relate to those firms using the same transfer price for both management and tax purposes.
 
3
See Hyde and Choe (2005) for a model of a firm that deliberately fails to comply with the tax rules.
 
4
See Keuschnigg and Devereux (2013) for a similar assumption.
 
5
With a slight abuse of notation, \(\theta \) is used for both the random variable and its realization.
 
6
In terms of transfer pricing methods for tax purposes as described in 26 CFR § 1.482-3 or OECD (2010, § II) the assumed range matches with the comparable uncontrolled price method, the resale price method, and the cost plus method based on budgeted costs. See Ernst & Young (2010, p. 13) for the prevalence of these methods.
 
7
The case study in Cools and Slagmulder (2009) suggests that firms might eliminate price negotiations to substantiate their tax compliance efforts. Here, I assume that tax compliance has no effect on the policies.
 
8
The model refers to a constant transfer price. With such a simple contract, the central office cannot design a truth-telling mechanism to extract the divisions’ knowledge.
 
9
See Czechowicz et al. (1982), Davis (1994), Granfield (1995), Durst (2002), and Cools and Slagmulder (2009) for confirmation of this argument.
 
10
See 26 USC §§ 1.6038A, 1.6038C of the US Internal Revenue Code and OECD (2010) for the (statutory) disclosure requirements and the associated penalties. The PATA Transfer Pricing Documentation Package (Pacific Association of Tax Administrators 2011) is suggestive of the information regularly provided to tax authorities. During tax audits, tax authorities even request access to the firm’s electronic information system and operational personnel (Ernst & Young 2010, p. 14).
 
11
Czechowicz et al. (1982, p. 59) report a corresponding share of firms of 84 %, Ernst & Young (2001, p. 6) of 77 %, and Ernst & Young (2003, p. 17) of 80 %.
 
12
Due to the linear setting of the model, the joint trade decision can equivalently be interpreted as bilateral negotiations or as one division setting the quantity and the other accepting or rejecting this decision. The sequence of the trade decision and the transfer price agreement does not play a role either.
 
13
Given internal trade, any transfer price not equal to \(p^{*}\) as given by (13) is inefficient because it does not minimize taxes. Therefore, one may wonder whether NTP or ATP benefit from revising or postponing the transfer price decision after the trade decision is made; see Martini (2011) for an analysis in this direction. The answer to this question is no, which is due to the adverse effect on the divisions’ trade decisions.
 
14
Figure 3 is based on the parameter setting \(\omega _d/\omega _u=2\) and \((1 - \tau _d)/(1 - \tau _u) = 0.824\) and thereby corresponds to scenario A from Table 1.
 
15
According to OECD (2013), the tax ratio varies between 0.696 and 1.0 for the OECD member countries; see column “Combined corporate income tax rate” for 2013 in Table II.1 “Basic (non-targeted) corporate income tax rates”. Concentrating on the G7 states, it varies between 0.791 and 0.967 for relations involving the United States.
 
16
Numerical examples contain rounded values. The corporate tax rates in Table 1 are taken from OECD (2013).
 
17
There are two transfer prices implying an expected profit shift of 12.5I under ATP. I chose the one inducing the higher expected after-tax profit.
 
18
As shown in Lemma 5 in “Appendix 2”, the inclusion of CP does not interfere with this conclusion.
 
19
According to Lemma 6 in “Appendix 2”, CP does not benefit from narrowing the arm’s length range. Hence, NTP also dominates CP for both considered degrees of discretion.
 
20
The inclusion of CP does not make Proposition 5 obsolete as CP is not an optimal policy choice if the difference in the tax levels becomes sufficiently small. This is because the performance of CP is merely driven by profit shifting.
 
21
The Kalai–Smorodinsky solution goes for the Pareto-efficient profit allocation inducing equal divisional pre-tax profits relative to the divisions’ maximal pre-tax profits. Accordingly, the negotiated transfer price solves \(\pi _u(\theta , p)\big /\pi _u \left( \theta , \min \{\overline{p}, \overline{p}_0\}\right) = \pi _d(\theta , p)\big /\pi _d ( \theta , \max \{\underline{p}, \underline{p}_0\}) \) with \(\pi _d(\theta , \overline{p}_0)=0\) and \(\pi _u(\theta , \underline{p}_0)=0\). In this sense, the Kalai–Smorodinsky solution averages the transfer prices \(\max \{\underline{p}, \underline{p}_0\}\) and \(\min \{\overline{p}, \overline{p}_0\}\).
 
22
Again, narrowing the arm’s length range does not reverse the dominance of NTP over CP; see footnote 19.
 
23
See, for example, Rosenmüller (2000, § 8) for the details.
 
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Metadaten
Titel
The optimal focus of transfer prices: pre-tax profitability versus tax minimization
verfasst von
Jan Thomas Martini
Publikationsdatum
01.06.2015
Verlag
Springer US
Erschienen in
Review of Accounting Studies / Ausgabe 2/2015
Print ISSN: 1380-6653
Elektronische ISSN: 1573-7136
DOI
https://doi.org/10.1007/s11142-015-9321-3

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