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Author(s):  
Ana Mauleon ◽  
Simon Schopohl ◽  
Akylai Taalaibekova ◽  
Vincent Vannetelbosch

AbstractWe study a coordination game on a fixed connected network where players have to choose between two projects. Some players are moderate (i.e. they are ex-ante indifferent between both projects) while others are stubborn (i.e. they always choose the same project). Benefits for moderate players are increasing in the number of neighbors who choose the same project. In addition, players are either farsighted or myopic. Farsighted players anticipate the reactions of others while myopic players do not. We show that, when all players are farsighted, full coordination among the moderate players is reached except if there are stubborn players for both projects. When the population is mixed, the set of stable strategy profiles is a refinement of the set of Nash equilibrium strategy profiles. In fact, turning myopic players into farsighted ones eliminates gradually the inefficient Nash equilibria. Finally, we consider a social planner who can improve coordination by means of two policy instruments: adding links to the network (socialization) and/or turning myopic players into farsighted ones (education).


2021 ◽  
Vol 13 (3) ◽  
pp. 247-257
Author(s):  
Dongdong Cheng ◽  
Zhangyu Dong ◽  
Jun Wang ◽  
Xuezhi Yang

2021 ◽  
Vol 2021 ◽  
pp. 1-7
Author(s):  
Muhammad Javaid ◽  
Hassan Zafar ◽  
Ebenezer Bonyah

Let N = V N , E N be a connected network with vertex V N and edge set E N ⊆ V N , E N . For any two vertices a and b , the distance d a , b is the length of the shortest path between them. The local resolving neighbourhood (LRN) set for any edge e = ab of N is a set of all those vertices whose distance varies from the end vertices a and b of the edge e . A real-valued function Φ from V N to 0,1 is called a local resolving function (LRF) if the sum of all the labels of the elements of each LRN set remains greater or equal to 1. Thus, the local fractional metric dimension (LFMD) of a connected network N is dim lf N = min Φ : Φ   is minimal LRF of   N . In this study, LFMD of various types of sunlet-related networks such as sunlet network ( S m ), middle sunlet network ( MS m ), and total sunlet network ( TS m ) are studied in the form of exact values and sharp bounds under certain conditions. Furthermore, the unboundedness and boundedness of all the obtained results of LFMD of the sunlet networks are also checked.


2021 ◽  
Author(s):  
Dayu Jia ◽  
Jiale Cao ◽  
Jing Pan ◽  
Yanwei Pang

2021 ◽  
Author(s):  
◽  
Jean Beetham

<p>This study explored the extent to which road space reallocation from on-street parking to an arterial cycle way may be warranted between Wellington city’s southern suburbs and city centre. Latent demand and preferences for transport cycling were assessed using an intentional behaviour change model, and a study of the economic contribution of the on-street parking on Tory Street to adjacent businesses was undertaken.  This study identified a significant latent demand for transport cycling in Wellington. Transport cycling is suppressed primarily because of a perceived lack of safety. Road safety improvements were identified as the key change required to encourage the uptake of transport cycling. In particular, people in Wellington desire a continuous and connected network of separated and dedicated cycle ways. Potential cyclists indicated that they would be likely to cycle for transport more often if a cycle path connecting Wellington’s southern suburbs and city centre was constructed. Contrary to what might be expected, it appears that the majority of people would support the removal of some on-street parking to provide for this cycle way. Additionally, this study found that the contribution of those who use on-street parking to adjacent retail vitality on Tory Street is minor, compared to the contribution of those who do not require parking and those who use off-street parking.  This research concludes that, considering Wellington’s context and policy, the reallocation of road space from on-street parking to an arterial cycle way between Wellington’s southern suburbs and city centre may well be warranted.</p>


2021 ◽  
Author(s):  
◽  
Jean Beetham

<p>This study explored the extent to which road space reallocation from on-street parking to an arterial cycle way may be warranted between Wellington city’s southern suburbs and city centre. Latent demand and preferences for transport cycling were assessed using an intentional behaviour change model, and a study of the economic contribution of the on-street parking on Tory Street to adjacent businesses was undertaken.  This study identified a significant latent demand for transport cycling in Wellington. Transport cycling is suppressed primarily because of a perceived lack of safety. Road safety improvements were identified as the key change required to encourage the uptake of transport cycling. In particular, people in Wellington desire a continuous and connected network of separated and dedicated cycle ways. Potential cyclists indicated that they would be likely to cycle for transport more often if a cycle path connecting Wellington’s southern suburbs and city centre was constructed. Contrary to what might be expected, it appears that the majority of people would support the removal of some on-street parking to provide for this cycle way. Additionally, this study found that the contribution of those who use on-street parking to adjacent retail vitality on Tory Street is minor, compared to the contribution of those who do not require parking and those who use off-street parking.  This research concludes that, considering Wellington’s context and policy, the reallocation of road space from on-street parking to an arterial cycle way between Wellington’s southern suburbs and city centre may well be warranted.</p>


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