An Exponentially Fitted Numerical Scheme via Domain Decomposition for Solving Singularly Perturbed Differential Equations with Large Negative Shift

Table 3

, , , and of Example 3, for different values of and .

	8.5338e − 05	2.1595e − 05	5.4317e − 06	1.3621e − 06	3.4114e − 07
	1.9985	1.9912	1.9956	1.9974
	7.4882e − 05	1.8975e − 05	4.7761e − 06	1.1981e − 06	3.0003e − 07
	1.9805	1.9902	1.9951	1.9976
	5.0149e − 05	1.2755e − 05	3.2163e − 06	8.0754e − 07	2.0261e − 07
	1.9752	1.9876	1.9938	1.9948
	3.7180e − 05	9.4821e − 06	2.3941e − 06	6.0149e − 07	1.5058e − 07
	1.9712	1.9857	1.9929	1.9980
	1.1403e − 04	2.9523e − 05	7.5077e − 06	1.8928e − 06	4.7517e − 07
	1.9495	1.9754	1.9878	1.9940
	4.2339e − 04	1.1395e − 04	2.9504e − 05	7.5028e − 06	1.8915e − 06
	1.8936	1.9494	1.9754	1.9879
	1.4397e − 03	4.2339e − 04	1.1395e − 04	2.9504e − 05	7.5028e − 06
	1.7657	1.8936	1.9494	1.9754
	3.9298e − 03	1.4397e − 03	4.2339e − 04	1.1395e − 04	2.9504e − 05
	1.4487	1.7657	1.8936	1.9494
	5.9127e − 03	3.9298e − 03	1.4397e − 03	4.2339e − 04	1.1395e.04
	0.5894	1.4486	1.7657	1.8936
	5.6718e − 03	3.4217e − 03	1.2628e − 03	4.0845e − 04	1.2004e.04
	0.7291	1.4381	1.6284	1.7666
	5.6293e − 03	3.4020e − 03	1.2708e − 03	4.1240e − 04	1.1820e.04
	0.7266	1.4206	1.6236	1.8028
	5.9272e − 03	3.4112e − 03	1.2684e − 03	4.1826e − 04	1.1660e.04
	0.7221	1.4273	1.6005	1.8428
	5.6268e − 03	3.4120e − 03	1.2713e − 03	4.1724e − 04	1.1689e.04
	0.7217	1.4243	1.6074	1.8357
	5.6268e − 03	3.4118 − 03	1.2720 − 03	4.1720e − 04	1.1676e.04
	0.7218	1.4234	1.6083	1.8372
	5.6268 − 03	3.4118 − 03	1.2716 − 03	4.1722 − 04	1.1670.04
	0.7218	1.4239	1.6078	1.8380
	5.6268 − 03	3.4118 − 03	1.2717 − 03	4.1722 − 04	1.1668.04
	0.7218	1.4238	1.6079	1.8383
	5.9127e − 03	3.9298e − 03	1.4397e − 03	4.2339e − 04	1.2004e − 04
	0.5894	1.4487	1.7657	1.8185