id sid eid entity type cana-1013 1 1 1074 CARDINAL cana-1013 1 2 31 CARDINAL cana-1013 2 1 5s CARDINAL cana-1013 2 2 2024 CARDINAL cana-1013 2 3 197 CARDINAL cana-1013 2 4 π‘·πŸ CARDINAL cana-1013 2 5 π‘·πŸ CARDINAL cana-1013 2 6 π‘·πŸ CARDINAL cana-1013 2 7 ayat a. neamah PERSON cana-1013 2 8 al-nahrain university ORG cana-1013 2 9 baψhdad GPE cana-1013 2 10 iraq GPE cana-1013 2 11 15-05-2024 CARDINAL cana-1013 2 12 24 CARDINAL cana-1013 2 13 03-07-2024 CARDINAL cana-1013 3 1 𝑒 βˆ‰ 𝑆 PERSON cana-1013 4 1 two CARDINAL cana-1013 4 2 π‘₯π‘¦βˆ’1 GPE cana-1013 4 3 π‘‹π‘š PERSON cana-1013 4 4 two CARDINAL cana-1013 5 1 π‘‹π‘š PERSON cana-1013 5 2 ↔ GPE cana-1013 5 3 π‘Œπ‘š βˆ’1 ORG cana-1013 7 1 𝑆 ORG cana-1013 7 2 𝑃2 Γ— 𝑃2 PRODUCT cana-1013 7 3 𝑃2 Γ— 𝐢3 PRODUCT cana-1013 10 1 algebraic PERSON cana-1013 10 2 recent years DATE cana-1013 11 1 algebraic graph PERSON cana-1013 13 1 1878 DATE cana-1013 13 2 arthur cayley PERSON cana-1013 16 1 cay(ψ ORG cana-1013 16 2 π‘₯π‘¦βˆ’1 NORP cana-1013 16 3 πΆπ‘Žπ‘¦ PRODUCT cana-1013 17 1 πΆπ‘Žπ‘¦ PRODUCT cana-1013 17 2 connected↔ 𝑆 PERSON cana-1013 17 3 erfanian NORP cana-1013 17 4 4 CARDINAL cana-1013 19 1 two CARDINAL cana-1013 22 1 𝑦2 DATE cana-1013 22 2 π‘¦π‘š]𝑑 PERSON cana-1013 22 3 x(y GPE cana-1013 22 4 1074 CARDINAL cana-1013 22 5 31 CARDINAL cana-1013 23 1 5s CARDINAL cana-1013 23 2 2024 CARDINAL cana-1013 23 3 198 CARDINAL cana-1013 24 1 cay(ψ ORG cana-1013 25 1 s^(-1)βŠ†s GPE cana-1013 26 1 cartesian NORP cana-1013 26 2 two CARDINAL cana-1013 28 1 𝑃2 Γ— 𝑃2 PRODUCT cana-1013 29 1 𝑃2 Γ— 𝐢3 PRODUCT cana-1013 30 1 two CARDINAL cana-1013 30 2 cartesian NORP cana-1013 32 1 1 CARDINAL cana-1013 33 1 two CARDINAL cana-1013 34 1 ψβˆͺh DATE cana-1013 35 1 2 CARDINAL cana-1013 37 1 two CARDINAL cana-1013 37 2 ┧ CARDINAL cana-1013 37 3 β”œ GPE cana-1013 37 4 β”œ GPE cana-1013 38 1 e(gΓ—h)={(g NORP cana-1013 40 1 β”œ GPE cana-1013 40 2 β”œ GPE cana-1013 41 1 3 CARDINAL cana-1013 41 2 one CARDINAL cana-1013 42 1 4 CARDINAL cana-1013 43 1 πœ›2 CARDINAL cana-1013 45 1 𝑦2 DATE cana-1013 45 2 π‘¦π‘š]𝑑 PERSON cana-1013 45 3 two CARDINAL cana-1013 45 4 ∈ ORG cana-1013 45 5 1,2 CARDINAL cana-1013 47 1 ↔ ORG cana-1013 47 2 ∈ ORG cana-1013 47 3 1,2 CARDINAL cana-1013 50 1 𝑃2 Γ— 𝑃2 PRODUCT cana-1013 50 2 𝑃2 Γ— 𝐢3 PRODUCT cana-1013 51 1 5 CARDINAL cana-1013 53 1 𝑃2 Γ— 𝑃2 PRODUCT cana-1013 53 2 8𝑃1 DATE cana-1013 54 1 𝐺1 CARDINAL cana-1013 54 2 𝑃2 PERSON cana-1013 54 3 𝐺2 CARDINAL cana-1013 54 4 𝑃2 PRODUCT cana-1013 54 5 𝑃2 Γ— 𝑃2 PRODUCT cana-1013 55 1 4 CARDINAL cana-1013 56 1 four CARDINAL cana-1013 56 2 π‘₯4)(π‘₯1 GPE cana-1013 59 1 42 CARDINAL cana-1013 59 2 16 CARDINAL cana-1013 60 1 ∈ ORG cana-1013 60 2 1074 CARDINAL cana-1013 60 3 31 CARDINAL cana-1013 61 1 5s CARDINAL cana-1013 61 2 2024 CARDINAL cana-1013 61 3 199 CARDINAL cana-1013 63 1 bipartite ORG cana-1013 77 1 42 CARDINAL cana-1013 77 2 8 CARDINAL cana-1013 77 3 8 CARDINAL cana-1013 77 4 8𝑃1 DATE cana-1013 79 1 𝑃2 Γ— 𝑃2 PRODUCT cana-1013 79 2 𝑃2 Γ— 𝑃2 PRODUCT cana-1013 79 3 𝑃2 Γ— 𝑃2 PRODUCT cana-1013 80 1 6 CARDINAL cana-1013 82 1 𝑃2 Γ— 𝑃2 PRODUCT cana-1013 82 2 48𝑃1 PERSON cana-1013 83 1 𝐺1 CARDINAL cana-1013 83 2 𝑃2 PERSON cana-1013 83 3 𝐺2 CARDINAL cana-1013 83 4 𝑃2 PRODUCT cana-1013 83 5 𝑃2 Γ— 𝑃2 PRODUCT cana-1013 84 1 4 CARDINAL cana-1013 85 1 four CARDINAL cana-1013 85 2 π‘₯4)(π‘₯1 GPE cana-1013 88 1 1074 CARDINAL cana-1013 88 2 31 CARDINAL cana-1013 89 1 5s CARDINAL cana-1013 89 2 2024 CARDINAL cana-1013 89 3 200 CARDINAL cana-1013 89 4 64 CARDINAL cana-1013 89 5 πΆπ‘Žπ‘¦3(𝐺 GPE cana-1013 89 6 𝑆 ORG cana-1013 90 1 ∈ ORG cana-1013 93 1 1,2,3,4 DATE cana-1013 94 1 two CARDINAL cana-1013 97 1 1,2 CARDINAL cana-1013 97 2 3,4 CARDINAL cana-1013 110 1 2 CARDINAL cana-1013 116 1 βˆ’ PERSON cana-1013 116 2 43 CARDINAL cana-1013 116 3 8 + 8) DATE cana-1013 116 4 48 DATE cana-1013 116 5 48𝑃1 PERSON cana-1013 117 1 𝑆 ORG cana-1013 118 1 1074 CARDINAL cana-1013 118 2 31 CARDINAL cana-1013 119 1 5s CARDINAL cana-1013 119 2 2024 CARDINAL cana-1013 119 3 201 CARDINAL cana-1013 119 4 𝑆 ORG cana-1013 119 5 𝑃2 Γ— 𝑃2 PRODUCT cana-1013 119 6 2 CARDINAL cana-1013 119 7 𝑃2 Γ— 𝑃2 PRODUCT cana-1013 120 1 7 CARDINAL cana-1013 122 1 𝑃2 Γ— 𝑃2 PRODUCT cana-1013 122 2 𝑆 ORG cana-1013 122 3 2π‘š+1(2π‘šβˆ’1 CARDINAL cana-1013 122 4 1))𝑃1 CARDINAL cana-1013 122 5 2 CARDINAL cana-1013 123 1 𝐺1 CARDINAL cana-1013 123 2 𝑃2 PERSON cana-1013 123 3 𝐺2 CARDINAL cana-1013 123 4 𝑃2 PRODUCT cana-1013 123 5 𝑃2 Γ— 𝑃2 PRODUCT cana-1013 124 1 4 CARDINAL cana-1013 131 1 ∈ ORG cana-1013 132 1 |𝑉(πΆπ‘Žπ‘¦π‘š(𝐺 TIME cana-1013 132 2 1,2 CARDINAL cana-1013 133 1 1,2 CARDINAL cana-1013 135 1 Μ‡b ORG cana-1013 136 1 2π‘š+1(2π‘šβˆ’1 CARDINAL cana-1013 136 2 1))𝑃1 CARDINAL cana-1013 136 3 2 CARDINAL cana-1013 136 4 2 CARDINAL cana-1013 137 1 𝑃2 Γ— 𝐢3 PRODUCT cana-1013 138 1 8 CARDINAL cana-1013 140 1 𝑃2 Γ— 𝐢3 PRODUCT cana-1013 140 2 𝑃2 Γ— 𝐢3 PRODUCT cana-1013 140 3 18𝑃1 DATE cana-1013 141 1 𝐺1 CARDINAL cana-1013 141 2 𝑃2 PERSON cana-1013 141 3 𝐺2 CARDINAL cana-1013 142 1 𝑃2 Γ— 𝐢3 PRODUCT cana-1013 144 1 |𝑉(πΆπ‘Žπ‘¦(𝐺 ORG cana-1013 144 2 6 CARDINAL cana-1013 145 1 π‘₯4)(π‘₯1 GPE cana-1013 145 2 π‘₯4)(π‘₯1 GPE cana-1013 146 1 𝑃2 Γ— 𝐢3 PRODUCT cana-1013 147 1 1074 CARDINAL cana-1013 147 2 31 CARDINAL cana-1013 148 1 5s CARDINAL cana-1013 148 2 2024 CARDINAL cana-1013 148 3 202 CARDINAL cana-1013 149 1 62 CARDINAL cana-1013 149 2 36 CARDINAL cana-1013 150 1 ∈ ORG cana-1013 150 2 4 CARDINAL cana-1013 153 1 1074 CARDINAL cana-1013 153 2 31 CARDINAL cana-1013 154 1 5s CARDINAL cana-1013 154 2 2024 CARDINAL cana-1013 154 3 203 CARDINAL cana-1013 154 4 1 CARDINAL cana-1013 154 5 rajabian NORP cana-1013 154 6 m., & erfanian ORG cana-1013 154 7 a. PERSON cana-1013 154 8 2019 DATE cana-1013 156 1 asian-european journal of mathematics ORG cana-1013 156 2 12(07 CARDINAL cana-1013 156 3 2050003 DATE cana-1013 157 1 2 CARDINAL cana-1013 157 2 r. NORP cana-1013 157 3 f. PERSON cana-1013 157 4 two CARDINAL cana-1013 158 1 aeq PERSON cana-1013 159 1 4 CARDINAL cana-1013 159 2 322–325 CARDINAL cana-1013 159 3 1970 DATE cana-1013 160 1 3 CARDINAL cana-1013 160 2 s. mohammadi PERSON cana-1013 160 3 ph.d NORP cana-1013 160 4 ferdowsi university of mashhad ORG cana-1013 160 5 mashhad GPE cana-1013 160 6 iran GPE cana-1013 160 7 2020 DATE cana-1013 161 1 4 CARDINAL cana-1013 161 2 a. a. PERSON cana-1013 161 3 erfanian, a., & majeed ORG cana-1013 161 4 a. h. PERSON cana-1013 161 5 2022 CARDINAL cana-1013 163 1 mathematica PERSON cana-1013 163 2 1222-9016 DATE cana-1013 163 3 64(2 CARDINAL cana-1013 164 1 5 CARDINAL cana-1013 164 2 a. a. PERSON cana-1013 164 3 majeed ORG cana-1013 164 4 a. h. PERSON cana-1013 164 5 a. PERSON cana-1013 164 6 2022 CARDINAL cana-1013 166 1 iraqi NORP cana-1013 166 2 3103 CARDINAL cana-1013 167 1 6] neamah QUANTITY cana-1013 167 2 a. a. PERSON cana-1013 167 3 erfanian, a., & majeed ORG cana-1013 167 4 a. h. PERSON cana-1013 167 5 2023, december DATE cana-1013 168 1 cay PERSON cana-1013 168 2 n,n,n ORG cana-1013 169 1 aip ORG cana-1013 169 2 2834 CARDINAL cana-1013 169 3 1 CARDINAL cana-1013 170 1 aip publishinψ ORG cana-1013 171 1 7 CARDINAL cana-1013 171 2 s. a. PERSON cana-1013 171 3 a. PERSON cana-1013 171 4 2023 CARDINAL cana-1013 173 1 iraqi NORP cana-1013 173 2 3424 CARDINAL cana-1013 174 1 8 CARDINAL cana-1013 174 2 a. v. PERSON cana-1013 174 3 2002 DATE cana-1013 176 1 australasian journal of combinatorics ORG cana-1013 176 2 25 CARDINAL cana-1013 176 3 73 CARDINAL cana-1013 177 1 9 CARDINAL cana-1013 177 2 rajabian NORP cana-1013 177 3 m., & erfanian ORG cana-1013 177 4 2018 DATE cana-1013 178 1 asian-european journal of mathematics, ORG cana-1013 178 2 12 CARDINAL