Nan-jing Huang

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We consider a Leslie predator-prey system with mutual interference and feedback controls. For general nonautonomous case, by using differential inequality theory and constructing a suitable Lyapunov functional, we obtain some sufficient conditions which guarantee the permanence and the global attractivity of the system. For the periodic case, we obtain some(More)
Analysis of time-continuous channels is usually accomplished by representing both signals and noise as vectors (or n-tuples) in an n-dimensional vector spacel'2; the components of the vectors are the coordinates of signal or noise with respect to the set of basis functions used. For memoryless channels with additive white Gaussian noise, this results in the(More)
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