Boundary, Internal and Global Measure of the Degression of Distribution

Łyko, Janusz

doi:10.1016/s2212-5671(13)00061-0

Cited by 6 publications

(3 citation statements)

References 5 publications

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“…In a general case, one can certainly choose the values of H, m and M in such a way that, given the sequence P, there is no sequence S satisfying the conditions (1)-(4). Then, it is not possible to apply the (Łyko, 2012;Łyko, 2013;Dniestrzański & Łyko, 2014b). In case of adequate choice of these parameters, there could be many possible solutions, and one needs a clue to pick up one of them as an actual allocation.…”

Section: Research Questionsmentioning

confidence: 99%

Cambridge Compromise As A Method Of Degressively Proportional Distribution Of Goods

Dniestrzański¹,

Łyko²

2019

The European Proceedings of Social and Behavioural Sciences

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Section: Research Questionsmentioning

confidence: 99%

Cambridge Compromise As A Method Of Degressively Proportional Distribution Of Goods

Dniestrzański¹,

Łyko²

2019

The European Proceedings of Social and Behavioural Sciences

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“…The issues of discrepancy between actual allocations and proportional allocations have been studied, among others, by Karpov (2008), Łyko (2013) andDniestrzański (2014b). As regards the Cambridge Compromise, a proportional allocation applies only to seats remaining after the base assignment of 6 mandates to each member state.…”

Section: Responsibility Of the Organizing Committee Of The Conferencementioning

confidence: 99%

The European Parliament after Brexit

Cegiełka¹,

Dniestrzański²,

Łyko³

et al. 2016

European Proceedings of Social &Amp; Behavioural Sciences

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The allocation of seats in the European Parliament (EP) according to the Treaty of Lisbon, must comply with the principle of degressive proportionality. The rule can be either in the form of rounded degressive proportionality or unrounded degressive proportionality. This paper deals with expected compositions of the EP after the likely exit of the United Kingdom from the European Union bodies. We present the allocations of seats among the member states generated by means of simulation algorithms selected from the literature. These allocations are mostly unrounded degressively proportional, whereas using the approach developed in previous papers and considering all feasible allocations, we always achieve rounded degressively proportional allocations. We discuss the attained results and indicate the most appropriate allocation and methodology.

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“…Interestingly enough, the boundary conditions significantly influence both the likelihood of finding a distribution as well as the number of feasible solutions, when the problem is not inconsistent (Łyko, 2013; …”

Section: Boundary Conditions Of a Degressively Proportional Distributionmentioning

confidence: 99%

Minimal and maximal representation of degressively proportional allocation

Lykoa¹,

Maciuk²

2016

European Proceedings of Social &Amp; Behavioural Sciences

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Boundary conditions are a significant element of a process developing the degressive proportionality principles. With regard to voting issues, this is equivalent to determining a minimum and a maximum representation, and a size of the whole assembly. In case of a practical problem, the choice of these numbers is evidently constrained. The political conditions as well as the necessity of ensuring efficient functioning of the elected body significantly restrict a set of all possible alternatives. The paper analyzes the feasibility of boundary conditions under a given minimum and maximum representation.

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Boundary, Internal and Global Measure of the Degression of Distribution

Cited by 6 publications

References 5 publications

Cambridge Compromise As A Method Of Degressively Proportional Distribution Of Goods

Cambridge Compromise As A Method Of Degressively Proportional Distribution Of Goods

The European Parliament after Brexit

Minimal and maximal representation of degressively proportional allocation

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