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Cost allocation problems permeate nearly all aspects of cost analysis and accumulation and exist throughout all types of private-sector and public-sector organizations.
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This paper studies a cost allocation problem arising from hub spoke network systems.
We consider a cost allocation problem in communication networks with threshold based discounting.
We will usually interpret the cooperative game (in its standard form) as the setting for a cost allocation problem.
In order to describe this cost allocation problem we formulate the associated cooperative game, to be referred to as the threshold based discounting network (TBDN) game.
In this paper we present the use of game theoretic models to analyse the cost allocation problem in the context of repairable spare parts pooling.
To tackle this fair minimum cost allocation problem we analyze and solve it in two parts using two novel polynomial-time algorithms.
We show that despite the new fairness criterion, the proposed algorithms can solve the fair minimum cost allocation problem optimally in polynomial-time.
In the following sections, we propose some of them for cost saving allocation problem in the cooperative VRP, however, the readers may refer to Barron (2013), Branzei et al. (2008), and Gilles (2010) for more information.
For the cost saving allocation problem, the core of a game presents a set of imputations as follows: {text{core}}(0) = left{ {overrightarrow {y} in Yleft| {,e(S,overrightarrow {y} ) le 0,,forall S subset P} right.} right} = left{ {overrightarrow {y} in Yleft| {,v(S) - sumlimits_{p in P} {y_{p} } le 0,,,foralll S subset P} right.} right} (31).
This paper intends to summarize the current studies and techniques on the heating/cooling cost allocation and discuss about the key problems to them.
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