The topological pressure plays a fundamental role in ergodic theory,dynamical systems,dimension theory and the theory of equilibrium states.
拓扑压在遍历理论、动力系统理论、维数理论和平衡态理论里起着极其重要的作用。
参考来源 - 次可加热力学形式和随机双曲集的维数估计·2,447,543篇论文数据，部分数据来源于NoteExpress
本文主要研究了动力系统中的局部熵的重分形分析和序列拓扑压的定义与性质。
In this paper, we study the multifractal analysis of local entropy and topological sequence pressure.
利用单位分解，给出了多面体上连续自映射的拓扑压的函数定义，并证明了它与拓扑压的标准定义是等价的。
The topological pressure of a transformation is expressed in terms of partitions of unity. Its equivalence to the standard definition is showed.
接着对负载谐振式逆变器进行了分类并比较了他们的特点，最终采用了串联谐振、电容分压输出的拓扑结构。
By classifying load resonant inverters and comparing their characteristic, a topology of series resonant inverter with output from resonant capacity is proposed.
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