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In some parameter regions, the unique state is unstable.
In some parameter regimes, no physical solution is possible.
With are some parameter matrices of appropriate dimensions.
for some parameter γ > 0, which we call accuracy.
Some parameter effects, such as vehicle bridge parameters, measurement parameters and algorithm parameters, are also discussed.
The analysis indicates that up to 10 steady states can exist for some parameter values.
For some parameter values, independent customers are not served at all.
There are some parameter values which can satisfy the conditions of Theorem 5.
They proved that under some parameter controlling conditions, generated by (1.7) converges strongly to, where.
Fig. 3 The BMO-Ga density and hazard rate functions for some parameter values.
Then, the strong converge theorem is proved under some parameter controlling conditions.
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