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Convergence of Legal Rules: Comparing Cooperative and Non-Cooperative Processes

  • Bertrand Crettez , Bruno Deffains EMAIL logo und Olivier Musy
Veröffentlicht/Copyright: 24. November 2015
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Abstract

Legal scholars distinguish two modes of international legal cooperation: minimum legal harmonization and full harmonization (i.e. legal unification). These cooperative choices imply more or less stringent requirements and are opposed to non cooperative, unilateral legal changes. This paper is an attempt to model these alternative modes of legal adjustments and to compare their properties regarding legal convergence. We show that all arrangements can lead to legal uniformity. We also show that decentralized processes can be better than more centralized arrangements.

JEL: C72-K00

Acknowledgment

We warmly thank a referee for constructive and helpful comments on a previous version of this work.

Appendix

Study of the minimum harmonization equilibrium in the mixed absolute-value-quadratic case

One can check that the maximum of:

2|xt1xt2|θ2(xt1xt11)2θ2(xt2xt12)2ψh2xt12xt11xt2+xt12,

under the constraint xt1xt2 (and xt11xt12) is reached when:

xt1=xt2=x=xt11+xt122.

Now, it is also easy to see that the maximum of:

2|xt1xt2|θ2(xt1xt11)2θ2(xt2xt12)2ψh2xt12xt11xt2+xt12,

under the constraint xt2xt1 is reached at:

xt1=xt2=x=xt11+xt122,

when xt12xt114/(θ+2ψh), and at:

xt1=2θ+2ψh+xt11,
xt2=2θ+2ψh+xt12,

otherwise. Equation [12] follows then easily.

Proof of Proposition 2

Proof

Let us define λxt12xt11.

Let us first assume that 8θ+2ψuλ. In that case Utnc=λ+32θ, Uth=λ+2θ+2ψh and Utu=λ. Then, the non-cooperative solution is preferred to minimum harmonization if, and only if:

[21]λ+32θ>λ+2θ+2ψhθ6<ψh.

This inequality is true by assumption. The, we readily check that noncooperation is always chosen.

Next let us assume that λ42+ψh,8θ+2ψu. Then Utnc=λ+32θ, Uth=λ+2(θ+2ψh) and Utu=(θ+2ψu)8λ2.

Legal unification is preferred to non-cooperation when the polynomial P(λ)=(θ+2ψu8)λ2+λ32θ where λxt12xt11. This polynomial takes positive values if, and only if ψu<θ6. By assumption this is impossible. Therefore, legal noncooperation is always preferred to legal unification. We can readily check that noncooperation is preferred to minimum harmonization. We then conclude that noncooperation is always preferred to the other legal arrangements.

Third, let us assume that λ2θ,4θ+2ψh. Then Utnc=λ+32θ, Uth=(θ+2ψh)8λ2 and Utu=(θ+2ψu)8λ2.

By the same reasoning as in the preceding case, we can show that noncooperation is preferred to legal unification. Moreover, since minimum harmonization is always dominated by legal unification, again, noncooperation is always chosen.

Finally, it is easy to see that when λ2θ, noncooperation is never dominated by the two modes of legal cooperation.□

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Published Online: 2015-11-24
Published in Print: 2016-3-1

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