| 1. | The balanced growth solution of chinese 6 - sector nonlinear computable dynamic input output model
中国六部门可计算非线性动态投入产出模型的平衡增长解 |
| 2. | 2 . the asymptotic stability and balanced growth solutions of the dynamic input - output system are studied
深入研究了动态投入产出系统的渐近稳定性和均衡增长解问题。 |
| 3. | It has been proved that the economic balanced growth solution for this model does not exit , i . e . , the probability that the collapse time of economic system is is zero
即经济崩溃时间为无穷大的概率为零.从而,从数学上证明了经济不断调整的必要性 |
| 4. | The growth solution was adjacent to the most stability in virtue of the overheating time beyond 20 hours and overheating temperature beyond 15 * c of the saturation temperature of dkdp crystal growth solution
过热温度比饱和温度高15 ，过热时间达到20小时，溶液的稳定性接近最大。 |
| 5. | After that , cld of al2o3 is carried out through a system equipped with a teflon vessel immersed in a water bath . the chemicals used to make growth solution include al2 ( so4 ) 3 . 18h2o , nahco3 and deionized h2o
然后，通过一套包括浸在水浴装置中的聚四氟乙烯生长室的实验装置系统，我们完成了化学液相淀积氧化铝薄膜的实验过程。 |
| 6. | Consider the randomness of economic development , in this paper , we study a random dynamic input - output model with consumption , and get the conclusion that the economic balanced growth solution for this model does not exit
考虑到现实中经济发展变化的随机性,本文对带消费的时滞为1的随机动态投入产出模型稳定增长解的存在性问题进行了深入研究,用随机分析的方法得到了经济稳定增长解不存在的结论 |
| 7. | Under some natural weak assumptions that do not require the technological coefficients matrix is indecomposable , the fact that the dynamic input - output system is not asymptotically stable and the closed dynamic input - output model exists a balanced growth solution is proved
利用矩阵特征值理论和广义系统理论，在相对弱的条件下(不需要直接消耗系数矩阵不可分解) ，证明了动态投入产出系统不是渐近稳定的。 |
| 8. | A dynamic input - output model with random consumption vector s ( t , ) , random consumption coefficient matrix and random investment coefficient matrix which the time lag is one has been discussed . by means of modern stochastic analysis and markov process , it has been proved that the random dynamic input - output model does not have a balanced growth solution
对具有随机消费向量s ( t , ) ,随机投入产出消耗系数矩阵、随机投资系数矩阵的动态模型,利用现代概率分析、马氏过程等工具,证明了其经济稳定增长解不存在的结论 |
