So that, it is very important for the realization of the goal of policy of "stable living, able to enrich gradually", to study on the things of implementation and analyze the problems of value orientation and implementation system, then combining with the analysis of the theoretical patterns and influential factors, put forward the suggestions.
Public policy implementation is the key of achieving policy objects, and the results of public policy implementation are the rudimental bases of policy checking, policy correcting and policy consummating.
The author of this article thinks that the executive power referring to the degree of the implementation of the effectiveness of the administrative supervision system, which includes: the lowness of the supervision cost, the highness of the efficiency of the administrative supervision and the comparison of the satisfaction caused by the effect of the supervision, thus is the comparison of the cost of personnel, wealth and material, with the input and output of the opportunity.
This article takes the hearing system as the thinking angle to analyze the Chinese social fairness question and with implementation fair hearing system attempts to construct and promote social fairness.
In the realistic life, the social environment becomes more complicated, which makes public policy implementation even more difficult The phenomenon of public policy implementation deviation (PPID) can be seen from time to time, which seriously hinders the achievement of public policy target, deteriorates the authority of policies, and even damages the image of the government and the people's benefits.
The distorted policy-implementation in nature is a kind of game process between the relevant actors based on the interests consideration, the effectiveness of policy implementation depends on the relevant players, choice of the strategy, which fundamentally depends on the game rules——institutions.
We discuss an implementation of an efficient algorithm for the numerical computation of Fourier transforms of bandlimited functions defined on the rotation group SO(3).
The implementation is freely available on the web.
Our implementation is based on the "Separation of Variables" technique (see, e.g., Maslen and Rockmore, Proceedings of the DIMACS Workshop on Groups and Computation, pp.
Some theoretical issues and implementation details about the algorithm are discussed, including the solution of the pricing subproblem, the quality of LP relaxations, the branching scheme as well as the column management.
The implementation of this method depends on the Lp - Lq estimate and the energy estimate.