| 1. | Strong signed domination in general graph
几类图的强符号控制数 |
| 2. | Algebraic sign control circuit
代数符号控制电路 |
| 3. | Table , symbol control
符号控制表 |
| 4. | Table , symbol control
符号控制表 |
| 5. | Abstract : the total signed domination function and total signed dominationnumber of graphs are defined , and some results of total signed domination number of some special graphs are obtained
文摘:定义了图的全符号控制函数及其全符号控制数,并得到了若干图的全符号控制数的界 |
| 6. | Three kinds of control algorithms were used in this numerical simulation : the symbol control law , the first mode control law and the main mode control law
Kobori提出的符号控制律和在符号控制律的基础上引申出的振型控制律(包括第一振型控制律和主振型控制律)对半主动控制装置进行实时控制。 |
| 7. | The lower bounds of signed domination number have been studied in [ 5 ] . in this paper we do further research and obtain some new lower bounds of signed domination number of a graph represented by the new parameter 5 *
本文主要对于符号控制数的下界和连通图的强控制数的上界以及全控制数和连通控制数的nordhaus - graddum型界的问题进行了研究。 |
| 8. | By numerical simulation , we studied the seismic responses of bi & avsd system under the several kinds of earthquake waves and sine waves with different frequency characteristics and different pga numerical simulation demonstrated that the control effectiveness of relative displacement responses and the story displacement relative to base - isolation story are in correlation with the frequency - ratio of the earthquake waves
同时数值模拟的结果还显示不同控制律有不同的减振效果。针对层间相对位移的控制，符号控制律有较好的效果；针对各层相对于隔震层的位移的控制，振型控制律有较好的效果。 |
