将状态表实现为适用于所有事件的通用处理函数，并为所有操作和转换提供一个函数数组。
You implemented your state table as a common handler for all events, plus a function array for all actions and transitions.
因此我们将状态表实现为一个二维的函数关联数组。
You will take advantage of this by implementing your state table as a two-dimensional associative array of functions.
流的输入是员工标识符的数组，而输出是状态对象的数组，指示工资单处理是否成功。
The input to the flow is an array of employee identifiers, while the output is an array of status objects, indicating whether the payslip processing succeeded or not.
这个方法使用当前状态和事件类型作为关联数组的索引，从actionTransitionFunctions表中选择要调用的函数。
The method does select a function to call from the actionTransitionFunctions table using the current state and event type as associative array indexes.
GameServer单例用于它的位置数组，其中保存了游戏面板上每个格子的当前状态。
The GameServer singleton is used for its positions array, which has the current state of each square on the game board.
对于新手，Scala中的数组实际上就是泛型类，没有增加“内置”状态(至少，不会比scala库附带的其他类多)。
For starters, arrays in Scala are effectively generic classes, with no "built-in" status accrued to them (at least, no more than any other class that ships with the Scala library).
从每个调用中收集状态描述是很好的实践，例如将错误代码等返回到一个可重复的数组中然后原样返还给服务消费者。
It is a good practice to collect status description from each invoke such as return codes etc. into a repeatable array and return the same back to service consumer.
关于状态机的一个极度确切的描述是它是一个有向图形，由一组节点和一组相应的转移函数组成。
An overly accurate description of a state machine is that it is a directed graph, consisting of a set of nodes and a corresponding set of transition functions.
所有可寻址的Portlet的呈现参数组合形成了需要编码到门户页面上的每个URL中的完整系统导航状态。
The combined render parameters of all addressed portlets forms the complete navigational state of the system that needs to be encoded into every URL on a portal page.
可惜的是，当采用一个十分庞大的附加参数组时，在某些几何条件下将导致很坏的法方程系状态，从而使测求的平差结果很差。
Unfortunately, introducing a comprehensive set of additional parameters can produce a bad condition for normal equations under certain geometry, so that the adjusted results are poorly determined.
本文应用分支和突变理论，研究飞机在状态参数和操纵参数组成的空间内急滚机动全局稳定性。
Based on the bifurcation analysis and Catastrophe theory methodology (BACTM), the aircraft global dynamic stability in rapid rolling maneuver is studied in this paper.
挑选不同的参数组，我们计算了两种模型的状态方程，他们都是简单平均场模型的改进。
We calculate the equation of state (EOS) using two variations of simple mean field model and choose different parameter sets for calculation.
挑选不同的参数组，我们计算了两种模型的状态方程，他们都是简单平均场模型的改进。
We calculate the equation of state (EOS) using two variations of simple mean field model and choose different parameter sets for calculation.
应用推荐