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public goods
This paper examines a model of an infinite production economy with a finite number of types of agents andsemi- public goods, which are subjected to crowding and exclusion.
      
The optimistic stability of the core mapping in public goods production economies
      
We show that in a production economy with public goods and a measure space of agents an allocation belongs to the core of the economy if and only if there exists no allocation in the core of a subeconomy that blocks it.
      
On the set of Pareto efficient allocations in economies with public goods
      
We examine the set of Pareto-efficient allocations in economies with public goods.
      
Furthermore, if the public goods are local, the image of the Pareto set in utility space need not be closed or connected.
      
In the theory of economies with public goods one usually considers the case in which private goods are essential, i.e., each agent receives a fixed minimum level of utility if he consumes no private goods, irrespective of the public goods consumed.
      
It furthermore builds the foundation for the first parameterized computable general equilibrium model of local public goods and fiscal federalism.
      
In a model of an economy with multiple public goods and differentiated crowding, it is shown that asymptotically the core has the equal treatment property and coincides with the equilibrium outcomes.
      
Serial cost sharing of excludable public goods: general cost functions
      
Efficiency, monotonicity and rationality in public goods economies
      
In economies with public goods, we identify a necessary and sufficient condition for the existence of cost monotonic, Pareto optimal and individually rational mechanisms.
      
Strategy-proof allocation mechanisms for pure public goods economies when preferences are monotonic
      
A fundamental problem in public finance is that of allocating a?given budget to financing the provision of public goods (education, transportation, police, etc.).
      
Strategy-proofness versus efficiency for small domains of preferences over public goods
      
Serizawa [3] characterized the set of strategy-proof, individually rational, no exploitative, and non-bossy social choice functions in economies with pure public goods.
      
We test six hypotheses for contributions in dilemma games, a category that includes the prisoner's dilemma and public goods games.
      
This version implies that the public goods problem can be solved by allocating property rights fully.
      
Recently, it has been shown that the interaction with another social game in which good reputation attracts help, can maintain a high level of cooperation in the public goods game.
      
Here we show experimentally that humans use different strategies in the public goods game conditional on whether the player knows that his decisions will be either known or unknown in another social game.
      
 

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