A non-integer order dengue internal transmission model

Advances in Continuous and Discrete Models

Theory and Modern Applications

Table 3 Values of endemic equilibrium at different time periods

	Values of endemic equilibrium in 100 days
	\(\boldsymbol{\gamma_{i} =1}\) , i = 1,2,3	\(\boldsymbol{\gamma_{i} =0.95}\) , i = 1,2,3	\(\boldsymbol{\gamma_{i} =0.90}\) , i = 1,2,3	\(\boldsymbol{\gamma_{i} =0.85}\) , i = 1,2,3
Susceptible
Adams.	0.5313	0.5185	0.5066	0.4969
Bin. coeff.	0.5313	0.5266	0.5241	0.5239
GL coeff.	0.5313	0.5264	0.5237	0.5233
Infected
Adams.	1.743	2.612	4.006	6.139
Bin. coeff.	1.743	1.757	1.763	1.761
GL coeff.	1.743	1.758	1.765	1.762
Free Virus
Adams.	10.5	15.74	24.14	37.01
Bin. coeff.	10.5	10.58	10.62	10.61
GL coeff.	10.5	10.59	10.63	10.62

	Values of endemic equilibrium in 75 days
	\(\boldsymbol{\gamma_{i} =1}\) , i = 1,2,3	\(\boldsymbol{\gamma_{i} =0.95}\) , i = 1,2,3	\(\boldsymbol{\gamma_{i} =0.90}\) , i = 1,2,3	\(\boldsymbol{\gamma_{i} =0.85}\) , i = 1,2,3
Susceptible
Adams.	0.5313	0.501	0.4817	0.4696
Bin. coeff.	0.5313	0.5159	0.5068	0.5034
GL coeff.	0.5313	0.5152	0.5055	0.5018
Infected
Adams.	1.743	3.235	5.547	8.951
Bin. coeff.	1.743	1.791	1.818	1.824
GL coeff.	1.743	1.793	1.822	1.829
Free Virus
Adams.	10.5	19.5	33.44	53.97
Bin. coeff.	10.5	10.79	10.96	10.99
GL coeff.	10.5	10.81	10.98	11.02

	Values of endemic equilibrium in 60 days
	\(\boldsymbol{\gamma_{i} =1}\) , i = 1,2,3	\(\boldsymbol{\gamma_{i} =0.95}\) , i = 1,2,3	\(\boldsymbol{\gamma_{i} =0.90}\) , i = 1,2,3	\(\boldsymbol{\gamma_{i} =0.85}\) , i = 1,2,3
Susceptible
Adams.	0.5313	0.5104	0.4945	0.4833
Bin. coeff.	0.5313	0.5222	0.5168	0.5153
GL coeff.	0.5313	0.5217	0.516	0.5142
Infected
Adams.	1.743	2.961	4.761	7.528
Bin. coeff.	1.743	1.771	1.786	1.786
GL coeff.	1.743	1.773	1.788	1.790
Free Virus
Adams.	10.5	17.57	28.7	45.39
Bin. coeff.	10.5	10.67	10.76	10.76
GL coeff.	10.5	10.68	10.78	10.78