| 1. | Calculating extinction probabilities for generalized random walks in random environments
随机环境中广义随机游动的灭绝概率 |
| 2. | The extinction probabilities and growth of the multitype branching chains in random environments
随机环境中马氏链的强大数定理 |
| 3. | Calculating extinction probabilities for the single birth chain with a reflecting barrier in a random environment
具有反射壁的随机环境中单生链的灭绝概率计算 |
| 4. | Extinction probabilities for the single birth chain in marko - vian environment with an absorption barrier 0 . 2
求出了0为吸收壁的马氏环境中单生链的灭绝概率。 |
| 5. | Calculation extinction probabilities and mean absorption time for generalized birth - death chains in a random environment
马氏环境中一般生灭链的灭绝概率及平均吸收时间的计算 |
| 6. | Extinction probabilities for the single birth chain in marko - vian environment with an absorption barrier 0 and a reflection barrier m . 3
求出了0为吸收壁， m为反射壁的马氏环境中单生链的灭绝概率。 |
| 7. | Extinction probabilities for the generalized random walk in random environments with the set of non - negative integers as state space
求出了状态空间为非负整数集的随机环境中广义随机游动的灭绝概率。 |
| 8. | Extinction probabilities for the birth and death chain in markovian environment with an absorption barrier 0 and a reflection barrier m . 4
求出了0为吸收壁， m为反射壁的马氏环境中生灭链的灭绝概率。 |
| 9. | Extinction probabilities for the homogeneous birth and death chain in markovian environment with an absorption barrier 0 and a reflection barrier m . 5
求出了0为吸收壁， m为反射壁的马氏环境中齐次生灭链的灭绝概率。 |
| 10. | Torrez ( 1979 ) calculated the extinction probabilities for the birth and death chain in a random environment with its both boundary points as absoption barriers
Torrez ( 1979 )借助于矩阵求出了两边界均为吸收壁的随机环境中生灭链的灭绝概率。 |
