| 
	                    [1]
	                 | 
	            					
																										A. S. Ackleh and K. Deng, A non-autonomous juvenile-adult model:wellposedness and long-time behavior via a comparison principle, SIAM J. Appl. Math., 2009, 59, 1644-1661.
							 							Google Scholar
							
						 
											 | 
			
					
									| 
	                    [2]
	                 | 
	            					
																										A. S. Ackleh, K. Deng and Q. Huang, Existence-uniqueness results and difference approximations for an amphibian juvenile-adult model, AMS Contemp. Math. Ser., 2010, 513, 1-23.
							 							Google Scholar
							
						 
											 | 
			
					
									| 
	                    [3]
	                 | 
	            					
																										A. S. Ackleh, K. Deng and Q. Huang, Stochastic juvenile-adult models with application to a green tree frog population, Journal of Biological Dynamics, 2011, 5, 64-83.
							 							Google Scholar
							
						 
											 | 
			
					
									| 
	                    [4]
	                 | 
	            					
																										A. S. Ackleh and R. A. Chiquet, Competitive exclusion in a discrete juvenileadult model with continuous and seasonal reproduction, J. Differ. Equ. Appl., 2011, 17, 955-975.
							 							Google Scholar
							
						 
											 | 
			
					
									| 
	                    [5]
	                 | 
	            					
																										A. S. Ackleh, et al, Fitting a structured juvenile-adult model for green tree frogs to population estimates from capture-mark-recapture field data, B. Math. Biol., 2012, 74, 641-665.
							 							Google Scholar
							
						 
											 | 
			
					
									| 
	                    [6]
	                 | 
	            					
																										A. S. Ackleh, K. Deng and X. Yang, Sensitivity analysis for a structured juvenileCadult model, Comput. Math. Appl., 2012, 64, 190-200.
							 							Google Scholar
							
						 
											 | 
			
					
									| 
	                    [7]
	                 | 
	            					
																										A. S. Ackleh and B. Ma, A second-order high-resolution scheme for a juvenileCadult model of amphibians, Numer. Func. Anal. Opt., 2013, 34, 365-403.
							 							Google Scholar
							
						 
											 | 
			
					
									| 
	                    [8]
	                 | 
	            					
																										S. Aniţa, Analysis and Control of Age-dependent Population Dynamics, Kluwer, Dordrecht, 2000.
							 							Google Scholar
							
						 
											 | 
			
					
									| 
	                    [9]
	                 | 
	            					
																										À. Calsina and J. Ripoll, A general structured model for a sequential hermaphrodite population, Math. Biosci., 2008, 208(2), 393-418.
							 							Google Scholar
							
						 
											 | 
			
					
									| 
	                    [10]
	                 | 
	            					
																										À. Calsina and J. Ripoll, Evolution of age-dependent sex-reversal under adaptive dynamics, J. Math. Biol., 2009, 60(2), 161-188.
							 							Google Scholar
							
						 
											 | 
			
					
									| 
	                    [11]
	                 | 
	            					
																										J. M. Cushing, A juvenile-adult model with periodic vital rates, J. Math. Biol., 2006, 53, 520-539.
							 							Google Scholar
							
						 
											 | 
			
					
									| 
	                    [12]
	                 | 
	            					
																										A. M. De Roos, A gentle introduction to physiologically structured population models, Structured-Population Models in Marine, Terrestrial, and Freshwater Systems Population and Community Biology, 1997, 18, 119-204.
							 							Google Scholar
							
						 
											 | 
			
					
									| 
	                    [13]
	                 | 
	            					
																										J. Z. Farkas and T. Hagen, Asymptotic behavior of size-structured population via juvenile-adult interaction, Discrete Cont. Dyn-B, 2008, 9, 249-266.
							 							Google Scholar
							
						 
											 | 
			
					
									| 
	                    [14]
	                 | 
	            					
																										R. A. Fisher, The Genetical Theory of Natural Selection, Oxford University Press, Oxford, 1930.
							 							Google Scholar
							
						 
											 | 
			
					
									| 
	                    [15]
	                 | 
	            					
																										X. Fu and D. Zhu, Stability analysis for a size-structured juvenile-adult population model, Discrete Cont. Dyn-B, 2014, 19, 391-417.
							 							Google Scholar
							
						 
											 | 
			
					
									| 
	                    [16]
	                 | 
	            					
																										M. Iannelli, Mathematical Theory of Age-structured Population Dynamics, Giardini Editori, Pisa, 1994.
							 							Google Scholar
							
						 
											 | 
			
					
									| 
	                    [17]
	                 | 
	            					
																										M. Iannelli and J. Ripoll, Two-sex age structured dynamics in a fixed sex-ratio population, Nonlinear Anal-REAL, 2012, 13, 2562-2577.
							 							Google Scholar
							
						 
											 | 
			
					
									| 
	                    [18]
	                 | 
	            					
																										T. Kostova, J. Li and M. Friedman, Two models for competition between age classes, Math. Biosci., 1999, 157, 65-89.
							 							Google Scholar
							
						 
											 | 
			
					
									| 
	                    [19]
	                 | 
	            					
																										S. Lion and M. van Baalen, The evolution of juvenile-adult interactions in populations structured in age and space, Theo. Pop. Biol., 2009, 76, 132-145.
							 							Google Scholar
							
						 
											 | 
			
					
									| 
	                    [20]
	                 | 
	            					
																										T. Schmickl and I. Karsai, The interplay of sex ratio, male success and densityindependent mortality affects population dynamics, Ecological Modelling, 2010, 221, 1089-1097.
							 							Google Scholar
							
						 
											 |