Pythagorean Fuzzy -Norm Information Measure for Multicriteria Decision-Making Problem

Table 1

Values of entropy for different values of and .

SI. No.
		1	0.2	254.676	218.665	184.776	194.201	54.000	46.744	39.669	41.643	20.000	17.381	14.767	15.498	16.960	14.743	12.500	13.123	16.346	14.208	12.040	12.637	16.186	14.068	11.919	12.511
2	0.3	147.744	127.021	107.410	112.867	21.030	18.328	15.608	16.369	5.134	4.526	3.855	4.044	4.068	3.590	3.017	3.171	3.864	3.408	2.854	2.996	3.811	3.360	2.811	2.951
3	0.5	107.670	92.610	78.329	82.303	12.000	10.497	8.952	9.385	2.000	1.785	1.495	1.577	1.464	1.309	1.030	1.096	1.366	1.218	0.943	0.998	1.341	1.193	0.920	0.973
4	0.8	93.073	80.064	67.717	71.154	9.340	8.180	6.972	7.311	1.264	1.134	0.906	0.970	0.877	0.790	0.534	0.584	0.809	0.722	0.468	0.503	0.792	0.701	0.451	0.483
5	1.2	86.508	74.420	62.939	66.134	8.263	7.241	6.162	6.464	1.004	0.902	0.673	0.736	0.675	0.611	0.335	0.375	0.618	0.549	0.281	0.301	0.604	0.528	0.267	0.283
6	1.7	83.052	71.448	60.420	63.489	7.727	6.773	5.753	6.038	0.884	0.796	0.552	0.614	0.584	0.529	0.236	0.261	0.532	0.467	0.192	0.192	0.519	0.444	0.179	0.176
7	2.5	80.576	69.319	58.613	61.592	7.356	6.449	5.467	5.740	0.805	0.726	0.468	0.525	0.524	0.474	0.177	0.178	0.476	0.406	0.141	0.115	0.464	0.381	0.128	0.101
8	5	78.100	67.190	56.806	59.692	6.996	6.133	5.188	5.446	0.731	0.659	0.393	0.433	0.469	0.413	0.135	0.103	0.424	0.327	0.102	0.050	0.413	0.296	0.087	0.037
9	7	77.420	66.604	56.309	59.170	6.899	6.048	5.113	5.366	0.712	0.640	0.374	0.409	0.455	0.391	0.125	0.087	0.411	0.294	0.091	0.033	0.400	0.261	0.073	0.021
10	10	76.917	66.172	55.942	58.784	6.828	5.985	5.058	5.308	0.698	0.625	0.361	0.392	0.444	0.370	0.117	0.074	0.401	0.263	0.081	0.019	0.391	0.231	0.060	0.009
11	20	76.339	65.674	55.520	58.340	6.746	5.912	4.995	5.241	0.682	0.605	0.346	0.372	0.433	0.340	0.107	0.059	0.390	0.224	0.067	0.005	0.380	0.203	0.035	0.001
12	40	76.053	65.427	55.311	58.120	6.706	5.877	4.963	5.208	0.674	0.595	0.338	0.362	0.427	0.325	0.100	0.053	0.385	0.213	0.052	0.003	0.375	0.199	0.013	0.000
13	50	75.996	65.378	55.270	58.076	6.698	5.869	4.957	5.201	0.673	0.593	0.337	0.361	0.426	0.323	0.098	0.052	0.384	0.211	0.048	0.002	0.374	0.199	0.009	0.000
14	70	75.931	65.322	55.222	58.026	6.689	5.861	4.950	5.194	0.671	0.591	0.335	0.358	0.425	0.320	0.096	0.050	0.383	0.210	0.044	0.002	0.372	0.199	0.005	0.000
15	100	75.882	65.280	55.187	57.989	6.682	5.855	4.945	5.188	0.670	0.589	0.333	0.357	0.424	0.317	0.094	0.050	0.382	0.209	0.041	0.002	0.372	0.198	0.003	0.000
16	200	75.826	65.231	55.145	57.945	6.675	5.848	4.939	5.182	0.668	0.587	0.332	0.355	0.423	0.315	0.092	0.049	0.381	0.208	0.037	0.002	0.371	0.198	0.002	0.000
17	500	75.792	65.202	55.120	57.919	6.670	5.844	4.935	5.178	0.667	0.586	0.331	0.354	0.422	0.314	0.091	0.048	0.380	0.208	0.036	0.002	0.370	0.198	0.001	0.000