In this paper, we deal with the model with a very general growth law and an M- driven diffusion For the general case of time dependent functions M and #, the existence and uniqueness for positive solution is obtained....In this paper, we deal with the model with a very general growth law and an M- driven diffusion For the general case of time dependent functions M and #, the existence and uniqueness for positive solution is obtained. If M and # are T0-periodic functions in t, then there is an attractive positive periodic solution. Furthermore, if M and # are time-independent, then the non-constant stationary solution M（x） is globally stable. Thus, we can easily formulate the conditions deriving the above behaviors for specific population models with the logistic growth law, Gilpin-Ayala growth law and Gompertz growth law, respectively. We answer an open problem proposed by L. Korobenko and E. Braverman in [Can. Appl. Math. Quart. 17（2009） 85-104].展开更多
With the high speed development of Chinese economy, urban traffic problems have become increasingly serious. Based on an analysis of the significance and function of TIA (Traffic Impact Analysis), the characteristics...With the high speed development of Chinese economy, urban traffic problems have become increasingly serious. Based on an analysis of the significance and function of TIA (Traffic Impact Analysis), the characteristics, procedure and key techniques of TIA are elaborated according to the overseas experience. Then, in combination with the domestic practice, the standard of executing TIA, the prediction of traffic volume, the standard of appraisement, etc ., are discussed in detail. Finally, construction of the commercial pedestrian street of Chunxi road in Chengdu city is taken as an example for analysis.展开更多
基金Supported by the National Natural Science Foundation of China(11271342)
文摘In this paper, we deal with the model with a very general growth law and an M- driven diffusion For the general case of time dependent functions M and #, the existence and uniqueness for positive solution is obtained. If M and # are T0-periodic functions in t, then there is an attractive positive periodic solution. Furthermore, if M and # are time-independent, then the non-constant stationary solution M（x） is globally stable. Thus, we can easily formulate the conditions deriving the above behaviors for specific population models with the logistic growth law, Gilpin-Ayala growth law and Gompertz growth law, respectively. We answer an open problem proposed by L. Korobenko and E. Braverman in [Can. Appl. Math. Quart. 17（2009） 85-104].
文摘With the high speed development of Chinese economy, urban traffic problems have become increasingly serious. Based on an analysis of the significance and function of TIA (Traffic Impact Analysis), the characteristics, procedure and key techniques of TIA are elaborated according to the overseas experience. Then, in combination with the domestic practice, the standard of executing TIA, the prediction of traffic volume, the standard of appraisement, etc ., are discussed in detail. Finally, construction of the commercial pedestrian street of Chunxi road in Chengdu city is taken as an example for analysis.
