A method with inertial extrapolation step for convex constrained monotone equations

Journal of Inequalities and Applications

Table 8 Test result for Problem 7

DIM	\((x_{0}, x_{1})\)	IPDY			PDY
DIM	\((x_{0}, x_{1})\)	NI	NF	CPU	NI	NF	CPU
1000	\((x_{1},x_{2})\)	11	44	0.068624	18	72	0.030227
	\((x_{2},x_{2})\)	11	44	0.023476	18	72	0.023403
	\((x_{3},x_{3})\)	11	44	0.017342	18	72	0.020935
	\((x_{4},x_{4})\)	11	44	0.025539	17	68	0.017201
	\((x_{5},x_{5})\)	11	44	0.022939	17	68	0.024173
	\((x_{6},x_{6})\)	11	44	0.019481	17	68	0.026493
	\((x_{7},x_{7})\)	11	44	0.017316	18	72	0.039273
5000	\((x_{1},x_{2})\)	13	52	0.16108	19	76	0.098763
	\((x_{2},x_{2})\)	13	52	0.077516	19	76	0.096008
	\((x_{3},x_{3})\)	13	52	0.072916	18	72	0.12134
	\((x_{4},x_{4})\)	12	48	0.11408	18	72	0.087261
	\((x_{5},x_{5})\)	11	44	0.06039	18	72	0.14077
	\((x_{6},x_{6})\)	11	44	0.19888	17	68	0.15511
	\((x_{7},x_{7})\)	13	52	0.093287	18	72	0.22382
10,000	\((x_{1},x_{2})\)	10	40	0.14961	21	84	0.22682
	\((x_{2},x_{2})\)	10	40	0.17445	21	84	0.16402
	\((x_{3},x_{3})\)	14	56	0.12871	20	80	0.17297
	\((x_{4},x_{4})\)	13	52	0.1861	18	72	0.12425
	\((x_{5},x_{5})\)	12	48	0.147	18	72	0.21042
	\((x_{6},x_{6})\)	11	44	0.096169	18	72	0.27754
	\((x_{7},x_{7})\)	14	56	0.16325	20	80	0.14635
50,000	\((x_{1},x_{2})\)	18	72	1.0847	24	96	1.6976
	\((x_{2},x_{2})\)	16	64	1.0441	24	96	0.96248
	\((x_{3},x_{3})\)	16	64	0.9691	23	92	0.99229
	\((x_{4},x_{4})\)	15	60	0.7331	21	84	0.8611
	\((x_{5},x_{5})\)	10	40	0.43613	21	84	0.84527
	\((x_{6},x_{6})\)	13	52	0.48876	18	72	0.92241
	\((x_{7},x_{7})\)	16	64	0.94373	23	92	0.98198
100,000	\((x_{1},x_{2})\)	21	84	3.0149	29	116	2.8437
	\((x_{2},x_{2})\)	20	80	2.8402	28	112	2.6468
	\((x_{3},x_{3})\)	19	76	3.7723	26	104	2.3032
	\((x_{4},x_{4})\)	16	64	2.2599	23	92	1.9833
	\((x_{5},x_{5})\)	14	56	2.5742	22	88	1.8357
	\((x_{6},x_{6})\)	10	40	1.6625	20	80	1.5495
	\((x_{7},x_{7})\)	19	76	4.7247	26	104	2.3423