研究了关于自仿集上电荷分布的势论及有关分析性质。
The potential produced by a charge distribution on the self affine set and its analytic properties are studied.
在参量空间，论文以分岔点(集)为参照导出对系统参量的度量，建立事故潜势的数学表达式。
This paper evolves the measure of the system parameter corresponding to the bifurcation point (set) in parameter space and sets up the mathematical expression formula of the potential of accident.
在一般的假设条件下 ，我们应用性能势的基本性质直接建立了无限时间水平平均代价模型的最优性方程 ，并且证明了在紧致集上最优解的存在性 。
Under a general assumption, we establish directly the optimality equation for infinite time horizon average cost model and prove the existence of optimal solution in a compact action set by using p.
而有利储集带，长期发育的低势区，良好的圈闭条件是此区成藏最有利的控制因素。
The profitable reservoirs, long-term developed low fluid potential localities and excellent trap conditions are the most favorable controlling factors for hydrocarbon reservoirs in this area.
而有利储集带，长期发育的低势区，良好的圈闭条件是此区成藏最有利的控制因素。
The profitable reservoirs, long-term developed low fluid potential localities and excellent trap conditions are the most favorable controlling factors for hydrocarbon reservoirs in this area.
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