id sid eid entity type cana-1326 1 1 1074 CARDINAL cana-1326 2 1 7s CARDINAL cana-1326 2 2 2024 CARDINAL cana-1326 2 3 466 CARDINAL cana-1326 2 4 md GPE cana-1326 2 5 azizul hoque department ORG cana-1326 2 6 banerjee college ORG cana-1326 2 7 pin712148 NORP cana-1326 2 8 west bengal GPE cana-1326 3 1 india GPE cana-1326 3 2 01-06-2024 CARDINAL cana-1326 3 3 03-07-2024 CARDINAL cana-1326 3 4 29-07-2024 CARDINAL cana-1326 3 5 ahmad et.al. PERSON cana-1326 6 1 2010 DATE cana-1326 7 1 msc:47h09;47h10;30g35;46n9;54h25. DATE cana-1326 9 1 4,5 CARDINAL cana-1326 9 2 four CARDINAL cana-1326 9 3 zero CARDINAL cana-1326 10 1 15 CARDINAL cana-1326 14 1 bakhtin ORG cana-1326 15 1 14 CARDINAL cana-1326 16 1 azam et al PERSON cana-1326 17 1 2,9 CARDINAL cana-1326 18 1 2013 DATE cana-1326 18 2 rao et al PERSON cana-1326 19 1 18 CARDINAL cana-1326 20 1 mukheimer DATE cana-1326 20 2 16 CARDINAL cana-1326 21 1 junesang choi et al PERSON cana-1326 22 1 1 CARDINAL cana-1326 23 1 2019 DATE cana-1326 24 1 1074 CARDINAL cana-1326 25 1 7s CARDINAL cana-1326 25 2 2024 CARDINAL cana-1326 25 3 467 CARDINAL cana-1326 25 4 ahmad PERSON cana-1326 25 5 dubey et al PERSON cana-1326 26 1 17 CARDINAL cana-1326 26 2 rao et al PERSON cana-1326 27 1 18 CARDINAL cana-1326 27 2 i.beg NORP cana-1326 28 1 6 CARDINAL cana-1326 28 2 md. GPE cana-1326 29 1 12 CARDINAL cana-1326 29 2 β„‚2 CARDINAL cana-1326 30 1 β„‚2 CARDINAL cana-1326 30 2 1=1+𝑖1. CARDINAL cana-1326 31 1 ∈ β„‚0π‘Žπ‘›π‘‘ PERSON cana-1326 31 2 2 CARDINAL cana-1326 31 3 2 CARDINAL cana-1326 32 1 1 CARDINAL cana-1326 32 2 β„‚2 CARDINAL cana-1326 32 3 6 CARDINAL cana-1326 32 4 ≲ GPE cana-1326 32 5 ≲ GPE cana-1326 32 6 1 CARDINAL cana-1326 32 7 ≲ NORP cana-1326 32 8 β„‚1 ORG cana-1326 33 1 2 CARDINAL cana-1326 36 1 one CARDINAL cana-1326 38 1 β„‚2 CARDINAL cana-1326 38 2 2 + DATE cana-1326 39 1 2 + DATE cana-1326 39 2 2 CARDINAL cana-1326 39 3 two CARDINAL cana-1326 39 4 ΞΎ2|| ≀ FAC cana-1326 40 1 ΞΎ2|| ≀ √2||ΞΎ1||. DATE cana-1326 41 1 ||a ΞΎ||≀ PRODUCT cana-1326 43 1 1 CARDINAL cana-1326 43 2 2 CARDINAL cana-1326 44 1 β„‚2 CARDINAL cana-1326 45 1 1 CARDINAL cana-1326 45 2 0 CARDINAL cana-1326 46 1 d(x ORG cana-1326 46 2 y∈ 𝑋 PERSON cana-1326 46 3 2 CARDINAL cana-1326 46 4 d(x ORG cana-1326 46 5 3 CARDINAL cana-1326 46 6 d(x ORG cana-1326 46 7 y)=d(y ORG cana-1326 46 8 y∈ 𝑋 PERSON cana-1326 46 9 𝑑(π‘₯ PERSON cana-1326 46 10 d(x ORG cana-1326 46 11 y∈ 𝑋 PERSON cana-1326 48 1 1074 CARDINAL cana-1326 49 1 7s CARDINAL cana-1326 49 2 2024 CARDINAL cana-1326 49 3 468 CARDINAL cana-1326 49 4 β„‚2 CARDINAL cana-1326 51 1 x∈ 𝑋if PERSON cana-1326 51 2 n∈ β„• ORG cana-1326 51 3 n ∈ β„• ORG cana-1326 51 4 x. GPE cana-1326 51 5 4 CARDINAL cana-1326 52 1 β‰₯1 ORG cana-1326 53 1 β„‚2 CARDINAL cana-1326 53 2 ∈ ORG cana-1326 53 3 0 CARDINAL cana-1326 54 1 0 CARDINAL cana-1326 59 1 0 CARDINAL cana-1326 59 2 1 CARDINAL cana-1326 59 3 β„‚2 CARDINAL cana-1326 59 4 1 + CARDINAL cana-1326 59 5 ∈ ORG cana-1326 61 1 2 CARDINAL cana-1326 61 2 1 CARDINAL cana-1326 61 3 1 CARDINAL cana-1326 61 4 ∈ β„‚ ORG cana-1326 62 1 xβ†’x CARDINAL cana-1326 62 2 d(sx ORG cana-1326 62 3 1+𝑑(π‘₯,𝑦 CARDINAL cana-1326 64 1 1+𝑑(π‘₯,𝑦 CARDINAL cana-1326 65 1 1+𝑑(π‘₯,𝑦 DATE cana-1326 65 2 1.1 CARDINAL cana-1326 65 3 y∈ b(π‘₯0 PERSON cana-1326 65 4 π‘Ÿ)Μ…Μ… Μ…Μ… Μ…Μ… Μ…Μ… Μ…Μ… ORG cana-1326 66 1 max{ 𝐴+√2𝑠𝐷 1βˆ’π΅βˆ’βˆš2𝑠𝐷 PERSON cana-1326 66 2 1βˆ’βˆš2π΅βˆ’βˆš2𝑠𝐸 + DATE cana-1326 66 3 1.2 CARDINAL cana-1326 66 4 π‘Ÿ)Μ…Μ… Μ…Μ… Μ…Μ… Μ…Μ… Μ…Μ… ORG cana-1326 66 5 =su=tu PERSON cana-1326 67 1 ∈ ORG cana-1326 67 2 π‘Ÿ)Μ…Μ… Μ…Μ… Μ…Μ… Μ…Μ… Μ…Μ… ORG cana-1326 68 1 1.2 CARDINAL cana-1326 68 2 max PERSON cana-1326 69 1 ∈ ORG cana-1326 69 2 π‘Ÿ)Μ…Μ… Μ…Μ… Μ…Μ… Μ…Μ… Μ…Μ… ORG cana-1326 70 1 ∈ ORG cana-1326 70 2 π‘Ÿ)Μ…Μ… Μ…Μ… Μ…Μ… Μ…Μ… ORG cana-1326 70 3 k=2n+1 GPE cana-1326 70 4 2 or CARDINAL cana-1326 70 5 2 CARDINAL cana-1326 70 6 1.1 CARDINAL cana-1326 71 1 = d(sx2n PERSON cana-1326 71 2 x2n+1 GPE cana-1326 73 1 d(x2n+1,sx2n)d(x2n,tx2n+1 DATE cana-1326 73 2 1+d(x2n CARDINAL cana-1326 73 3 1074 CARDINAL cana-1326 74 1 7s CARDINAL cana-1326 74 2 2024 CARDINAL cana-1326 74 3 469 CARDINAL cana-1326 75 1 sx2n PERSON cana-1326 76 1 1+d(x2n CARDINAL cana-1326 76 2 x2n+1 GPE cana-1326 76 3 x2n+1 GPE cana-1326 77 1 x2n+1 DATE cana-1326 78 1 x2n+2)d(x2n GPE cana-1326 78 2 x2n+1 DATE cana-1326 78 3 x2n+1 GPE cana-1326 80 1 x2n+1)β€– β€–1+d(x2n LOC cana-1326 80 2 x2n+1)β€– β€–1+d(x2n LOC cana-1326 81 1 x2n+1)β€– + β€–d(x2n+1 ORG cana-1326 81 2 1-√2𝐡 CARDINAL cana-1326 81 3 x2n+1)β€– ORG cana-1326 81 4 1.3 CARDINAL cana-1326 81 5 1.4 CARDINAL cana-1326 81 6 max PERSON cana-1326 81 7 a+√2sd 1βˆ’bβˆ’βˆš2sd DATE cana-1326 81 8 1βˆ’βˆš2bβˆ’βˆš2se + DATE cana-1326 81 9 π‘₯1β€– ORG cana-1326 81 10 1.5 CARDINAL cana-1326 81 11 kΡ”β„• GPE cana-1326 81 12 π‘₯1β€– + 𝑠‖d(x1 ORG cana-1326 81 13 π‘₯1β€– + 𝑠2‖𝑑(π‘₯1 ORG cana-1326 81 14 π‘₯π‘˜+1β€– ORG cana-1326 81 15 𝑠‖𝑑(π‘₯0 ORG cana-1326 81 16 π‘₯1β€– + 𝑠2‖𝑑(π‘₯1 ORG cana-1326 81 17 π‘ π‘˜+1‖𝑑(π‘₯π‘˜ PERSON cana-1326 81 18 π‘₯1β€–+𝑠2πœ†β€–π‘‘(π‘₯0 GPE cana-1326 82 1 π‘₯1β€– + ORG cana-1326 83 1 π‘₯1β€– ORG cana-1326 83 2 π‘₯1β€– ORG cana-1326 84 1 1 CARDINAL cana-1326 85 1 π‘₯1β€– ORG cana-1326 85 2 1 CARDINAL cana-1326 85 3 s=1 ORG cana-1326 85 4 x0 ORG cana-1326 86 1 π‘Ÿ)Μ…Μ… Μ…Μ… Μ…Μ… Μ…Μ… Μ…Μ… ORG cana-1326 86 2 βˆ€π‘› NORP cana-1326 86 3 π‘₯1β€– βˆ€π‘› ∈ β„• ORG cana-1326 86 4 1.6 CARDINAL cana-1326 86 5 1074 CARDINAL cana-1326 87 1 7s CARDINAL cana-1326 87 2 2024 CARDINAL cana-1326 87 3 470 CARDINAL cana-1326 87 4 π‘₯π‘šβ€– ≀ 𝑠‖d(xn ORG cana-1326 87 5 1.6 CARDINAL cana-1326 87 6 π‘₯1β€– ORG cana-1326 87 7 π‘₯1β€– ORG cana-1326 87 8 π‘₯1β€– + ORG cana-1326 87 9 π‘₯1β€– GPE cana-1326 87 10 π‘₯1β€– ORG cana-1326 87 11 βˆ‘ π‘ π‘–πœ†π‘›+π‘–βˆ’1π‘šβˆ’π‘› 𝑖=1 ‖𝑑(π‘₯0 PERSON cana-1326 87 12 nβ†’βˆž CARDINAL cana-1326 87 13 b(π‘₯0 ORG cana-1326 87 14 π‘Ÿ)Μ…Μ… Μ…Μ… Μ…Μ… Μ…Μ… Μ…Μ… ORG cana-1326 88 1 π‘Ÿ)Μ…Μ… Μ…Μ… Μ…Μ… Μ…Μ… Μ…Μ… with ORG cana-1326 88 2 =su PERSON cana-1326 89 1 𝑒)β€– ORG cana-1326 91 1 0 CARDINAL cana-1326 91 2 0 CARDINAL cana-1326 91 3 π‘Ÿ)Μ…Μ… Μ…Μ… Μ…Μ… Μ…Μ… Μ…Μ… ORG cana-1326 94 1 π‘’βˆ—)β€– ≀ ( ORG cana-1326 94 2 1074 CARDINAL cana-1326 95 1 7s CARDINAL cana-1326 95 2 2024 CARDINAL cana-1326 95 3 471 CARDINAL cana-1326 96 1 1 CARDINAL cana-1326 97 1 1.1 CARDINAL cana-1326 97 2 1.1 CARDINAL cana-1326 97 3 1.2 CARDINAL cana-1326 97 4 1 CARDINAL cana-1326 98 1 1.1 CARDINAL cana-1326 98 2 1 CARDINAL cana-1326 98 3 1+d(x CARDINAL cana-1326 99 1 0 ≀ MONEY cana-1326 100 1 ∈ β„‚ ORG cana-1326 101 1 1 CARDINAL cana-1326 102 1 xβ†’x CARDINAL cana-1326 103 1 d(sx ORG cana-1326 103 2 1+𝑑(π‘₯,𝑦 CARDINAL cana-1326 105 1 1+𝑑(π‘₯,𝑦 DATE cana-1326 105 2 y∈ b(π‘₯0 PERSON cana-1326 105 3 π‘Ÿ)Μ…Μ… Μ…Μ… Μ…Μ… Μ…Μ… Μ…Μ… ORG cana-1326 106 1 1 CARDINAL cana-1326 106 2 max PERSON cana-1326 106 3 𝐴 1βˆ’βˆš2𝐡 ORG cana-1326 107 1 π‘Ÿ)Μ…Μ… Μ…Μ… Μ…Μ… Μ…Μ… Μ…Μ… ORG cana-1326 108 1 =su=tu PERSON cana-1326 108 2 1.1 CARDINAL cana-1326 109 1 1.2 CARDINAL cana-1326 110 1 1 CARDINAL cana-1326 110 2 1+d(x CARDINAL cana-1326 111 1 0 ≀ MONEY cana-1326 112 1 ∈ β„‚ ORG cana-1326 114 1 xβ†’x CARDINAL cana-1326 115 1 d(sx ORG cana-1326 115 2 1+𝑑(π‘₯,𝑦 CARDINAL cana-1326 117 1 1+𝑑(π‘₯,𝑦 DATE cana-1326 117 2 y∈ b(π‘₯0 PERSON cana-1326 117 3 π‘Ÿ)Μ…Μ… Μ…Μ… Μ…Μ… Μ…Μ… Μ…Μ… ORG cana-1326 118 1 1 CARDINAL cana-1326 118 2 max PERSON cana-1326 118 3 π‘Ÿ)Μ…Μ… Μ…Μ… Μ…Μ… Μ…Μ… Μ…Μ… ORG cana-1326 119 1 =su=tu PERSON cana-1326 119 2 1.1 CARDINAL cana-1326 120 1 1.3 CARDINAL cana-1326 120 2 1 CARDINAL cana-1326 120 3 1+d(x CARDINAL cana-1326 121 1 0 ≀ MONEY cana-1326 122 1 ∈ β„‚ ORG cana-1326 122 2 three CARDINAL cana-1326 124 1 xβ†’x CARDINAL cana-1326 125 1 d(sx ORG cana-1326 125 2 1+𝑑(π‘₯,𝑦 CARDINAL cana-1326 126 1 y∈ b(π‘₯0 PERSON cana-1326 126 2 π‘Ÿ)Μ…Μ… Μ…Μ… Μ…Μ… Μ…Μ… Μ…Μ… ORG cana-1326 127 1 1 CARDINAL cana-1326 127 2 𝐴 1βˆ’βˆš2𝐡 CARDINAL cana-1326 127 3 π‘Ÿ)Μ…Μ… Μ…Μ… Μ…Μ… Μ…Μ… Μ…Μ… ORG cana-1326 128 1 =su=tu PERSON cana-1326 128 2 1.2 CARDINAL cana-1326 129 1 1.4 CARDINAL cana-1326 130 1 1 CARDINAL cana-1326 130 2 1+d(x CARDINAL cana-1326 131 1 0 ≀ MONEY cana-1326 132 1 ∈ β„‚ ORG cana-1326 133 1 xβ†’x CARDINAL cana-1326 134 1 d(sx ORG cana-1326 134 2 1+𝑑(π‘₯,𝑦 DATE cana-1326 134 3 y∈ b(π‘₯0 PERSON cana-1326 134 4 π‘Ÿ)Μ…Μ… Μ…Μ… Μ…Μ… Μ…Μ… Μ…Μ… ORG cana-1326 135 1 1 CARDINAL cana-1326 135 2 1074 CARDINAL cana-1326 136 1 7s CARDINAL cana-1326 136 2 2024 CARDINAL cana-1326 136 3 472 CARDINAL cana-1326 136 4 π‘Ÿ)Μ…Μ… Μ…Μ… Μ…Μ… Μ…Μ… Μ…Μ… ORG cana-1326 137 1 =su=tu PERSON cana-1326 137 2 1.3 CARDINAL cana-1326 137 3 3.1 CARDINAL cana-1326 137 4 6 CARDINAL cana-1326 138 1 1.5 CARDINAL cana-1326 138 2 1 CARDINAL cana-1326 138 3 ∈ β„‚ ORG cana-1326 140 1 xβ†’x CARDINAL cana-1326 140 2 1+𝑑(π‘₯,𝑦 CARDINAL cana-1326 141 1 1+𝑑(π‘₯,𝑦 DATE cana-1326 141 2 1+𝑑(π‘₯,𝑦 CARDINAL cana-1326 141 3 1+𝑑(π‘₯,𝑦 CARDINAL cana-1326 141 4 y∈ b(π‘₯0 PERSON cana-1326 141 5 π‘Ÿ)Μ…Μ… Μ…Μ… Μ…Μ… Μ…Μ… Μ…Μ… ORG cana-1326 142 1 max{ 𝐴+√2𝑠𝐷 1βˆ’π΅βˆ’βˆš2𝑠𝐷 PERSON cana-1326 142 2 π‘Ÿ)Μ…Μ… Μ…Μ… Μ…Μ… Μ…Μ… Μ…Μ… ORG cana-1326 142 3 proof PERSON cana-1326 142 4 π‘Ÿ)Μ…Μ… Μ…Μ… Μ…Μ… Μ…Μ… ORG cana-1326 143 1 d(tu ORG cana-1326 143 2 u)= NORP cana-1326 144 1 β€–1+𝑑(𝑇𝑒,𝑒)β€– ≀ 𝐴‖𝑑(𝑇𝑒 ORG cana-1326 144 2 𝑒)β€– ORG cana-1326 145 1 𝑒)β€– ORG cana-1326 145 2 𝑒)β€– ORG cana-1326 148 1 2 CARDINAL cana-1326 149 1 xβ†’x CARDINAL cana-1326 150 1 𝑑(π‘₯,𝑆(π‘₯))𝑑(𝑦,𝑇(𝑦 ORG cana-1326 151 1 1+d(sx CARDINAL cana-1326 152 1 2.1 CARDINAL cana-1326 152 2 1 CARDINAL cana-1326 155 1 π‘₯2π‘˜+2 ORG cana-1326 155 2 k=0,1,2 ORG cana-1326 157 1 1074 CARDINAL cana-1326 158 1 7s CARDINAL cana-1326 158 2 2024 CARDINAL cana-1326 158 3 473 CARDINAL cana-1326 158 4 1+𝑑(𝑆π‘₯2π‘˜,tx2k+1 CARDINAL cana-1326 158 5 2.2 CARDINAL cana-1326 158 6 x2k+3 PERSON cana-1326 161 1 1+𝑑(𝑆π‘₯2π‘˜+2,𝑇π‘₯2π‘˜+1 CARDINAL cana-1326 162 1 𝛼d(x2k+2 PRODUCT cana-1326 162 2 2.3 CARDINAL cana-1326 162 3 2.2 CARDINAL cana-1326 162 4 2.3 CARDINAL cana-1326 162 5 π‘₯𝑛+1 GPE cana-1326 162 6 2𝑑(π‘₯π‘›βˆ’1 CARDINAL cana-1326 162 7 βˆ€π‘› NORP cana-1326 162 8 d(π‘₯𝑛 ORG cana-1326 162 9 π‘₯π‘š+𝑛 PERSON cana-1326 162 10 π‘₯𝑛+1 GPE cana-1326 164 1 π‘₯π‘š+𝑛 PERSON cana-1326 164 2 π›Όπ‘šβˆ’1) GPE cana-1326 164 3 π‘₯1)β†’0 PERSON cana-1326 164 4 nβ†’βˆž CARDINAL cana-1326 166 1 2.1 CARDINAL cana-1326 166 2 d(sx ORG cana-1326 167 1 1+d(sx,𝑇π‘₯2π‘˜+1 DATE cana-1326 171 1 d(x ORG cana-1326 173 1 1+d(sx,𝑇π‘₯βˆ— CARDINAL cana-1326 173 2 d(x ORG cana-1326 174 1 0 β‡’ d(x ORG cana-1326 175 1 1074 CARDINAL cana-1326 176 1 7s CARDINAL cana-1326 176 2 2024 CARDINAL cana-1326 176 3 474 CARDINAL cana-1326 176 4 3 CARDINAL cana-1326 176 5 d(sx ORG cana-1326 177 1 3.1 CARDINAL cana-1326 177 2 1 or CARDINAL cana-1326 177 3 0 CARDINAL cana-1326 181 1 3.2 CARDINAL cana-1326 183 1 3.2 CARDINAL cana-1326 184 1 = d(sx2n PERSON cana-1326 184 2 x2n+1 GPE cana-1326 185 1 tx2n+1)+𝑑(x2n+1,sx2n)+d(x2n GPE cana-1326 185 2 x2n+1 GPE cana-1326 185 3 3.3 CARDINAL cana-1326 185 4 x2n+1 GPE cana-1326 186 1 x2n+1 GPE cana-1326 186 2 x2n+2)+𝑑(x2n+1,x2n+1)+d(x2n DATE cana-1326 187 1 x2n+1)β€– β€–d(x2n GPE cana-1326 187 2 x2n+2)β€–+β€–d(x2n ORG cana-1326 187 3 x2n+1)β€– ORG cana-1326 187 4 3.4 CARDINAL cana-1326 187 5 3.5 CARDINAL cana-1326 188 1 x2n+1)β€– ≀ MONEY cana-1326 188 2 x2n+1)β€– ORG cana-1326 188 3 3.6 CARDINAL cana-1326 188 4 3.7 CARDINAL cana-1326 188 5 𝐴 + √2𝑠𝐡 ORG cana-1326 189 1 𝐴 + √2𝑠𝐡 ORG cana-1326 190 1 1 CARDINAL cana-1326 190 2 0 CARDINAL cana-1326 190 3 2𝑛+1β€–d(x0 CARDINAL cana-1326 190 4 3.8 CARDINAL cana-1326 190 5 is, NORP cana-1326 190 6 3.9 CARDINAL cana-1326 190 7 n ∈ β„• ORG cana-1326 190 8 π‘₯π‘šβ€– ≀ 𝑠‖d(xn ORG cana-1326 191 1 1074 CARDINAL cana-1326 192 1 7s CARDINAL cana-1326 192 2 2024 CARDINAL cana-1326 192 3 475 CARDINAL cana-1326 192 4 3.10 CARDINAL cana-1326 192 5 3.9 CARDINAL cana-1326 192 6 π‘₯1β€– ORG cana-1326 192 7 π‘₯1β€– ORG cana-1326 192 8 π‘₯1β€– + ORG cana-1326 192 9 π‘₯1β€– GPE cana-1326 192 10 π‘₯1β€– ORG cana-1326 192 11 βˆ‘ π‘ π‘–πœ†π‘›+π‘–βˆ’1π‘šβˆ’π‘› 𝑖=1 ‖𝑑(π‘₯0 PERSON cana-1326 192 12 nβ†’βˆž DATE cana-1326 192 13 3.11 CARDINAL cana-1326 192 14 u∈ 𝑋 with limπ‘›β†’βˆž PERSON cana-1326 192 15 v∈ 𝑋 PERSON cana-1326 192 16 3.12 CARDINAL cana-1326 192 17 3.1 CARDINAL cana-1326 192 18 d(u PERSON cana-1326 192 19 𝑠𝐡 d(u PERSON cana-1326 192 20 d(u PERSON cana-1326 192 21 x2n+1 DATE cana-1326 192 22 3.13 CARDINAL cana-1326 192 23 3.12 CARDINAL cana-1326 193 1 0 CARDINAL cana-1326 194 1 0 CARDINAL cana-1326 194 2 =su PERSON cana-1326 197 1 d(𝑒 PERSON cana-1326 198 1 s. PERSON cana-1326 198 2 second ORDINAL cana-1326 199 1 0 CARDINAL cana-1326 202 1 x2n+1 DATE cana-1326 205 1 x2n+1 DATE cana-1326 205 2 1074 CARDINAL cana-1326 206 1 7s CARDINAL cana-1326 206 2 2024 CARDINAL cana-1326 206 3 476 CARDINAL cana-1326 207 1 x2n+1 DATE cana-1326 209 1 x2n+1 DATE cana-1326 215 1 sk1 = tk1 = k1 PERSON cana-1326 215 2 sk1 βˆ—=tk1 ORG cana-1326 215 3 βˆ— CARDINAL cana-1326 215 4 βˆ— CARDINAL cana-1326 217 1 0 CARDINAL cana-1326 219 1 βˆ—. PERSON cana-1326 220 1 3.1 CARDINAL cana-1326 220 2 y)+b 𝑑(π‘₯,𝑇π‘₯)𝑑(𝑦,𝑇𝑦 PERSON cana-1326 221 1 1 or CARDINAL cana-1326 221 2 0 CARDINAL cana-1326 223 1 0 CARDINAL cana-1326 224 1 3 CARDINAL cana-1326 224 2 3.2 CARDINAL cana-1326 224 3 𝑇𝑛y PERSON cana-1326 226 1 1 or CARDINAL cana-1326 226 2 0 CARDINAL cana-1326 228 1 0 CARDINAL cana-1326 230 1 1 CARDINAL cana-1326 230 2 j. choi PERSON cana-1326 230 3 s. k. datta PERSON cana-1326 230 4 t. biswas ORG cana-1326 230 5 md n. islam PERSON cana-1326 230 6 two CARDINAL cana-1326 230 7 2017 CARDINAL cana-1326 230 8 1 CARDINAL cana-1326 231 1 115 CARDINAL cana-1326 232 1 2 CARDINAL cana-1326 232 2 a. azam PERSON cana-1326 232 3 f. brain PERSON cana-1326 232 4 m. khan PERSON cana-1326 232 5 numer ORG cana-1326 233 1 funct PERSON cana-1326 235 1 optim PERSON cana-1326 236 1 32 CARDINAL cana-1326 236 2 3 CARDINAL cana-1326 236 3 2011 DATE cana-1326 236 4 243 CARDINAL cana-1326 237 1 3 CARDINAL cana-1326 237 2 rappresentazioni reali delle forme PERSON cana-1326 237 3 e gli enti ORG cana-1326 237 4 iperalgebrici DATE cana-1326 238 1 ann PERSON cana-1326 239 1 40 (1892 DATE cana-1326 239 2 413-467 CARDINAL cana-1326 240 1 4 CARDINAL cana-1326 240 2 n. spampinato PERSON cana-1326 240 3 estensione nel campo ORG cana-1326 240 4 di ORG cana-1326 240 5 del levi-civita PERSON cana-1326 240 6 del severi PERSON cana-1326 240 7 per le funzioni olomorfe di ORG cana-1326 240 8 reale accad PERSON cana-1326 241 1 naz PERSON cana-1326 242 1 lincei 22(6 PERSON cana-1326 242 2 1935 DATE cana-1326 242 3 38-43 CARDINAL cana-1326 242 4 96 CARDINAL cana-1326 243 1 5 CARDINAL cana-1326 243 2 n. spampinato PERSON cana-1326 243 3 sulla rappresentazione PERSON cana-1326 243 4 delle funzioni PERSON cana-1326 243 5 ann. PERSON cana-1326 243 6 14(4 CARDINAL cana-1326 243 7 1936 DATE cana-1326 243 8 305 CARDINAL cana-1326 244 1 6 CARDINAL cana-1326 245 1 j. nonlinear anal PERSON cana-1326 247 1 12(2021 CARDINAL cana-1326 247 2 717 CARDINAL cana-1326 248 1 7 CARDINAL cana-1326 248 2 m.s.khan GPE cana-1326 248 3 b. fisher PERSON cana-1326 249 1 1074 CARDINAL cana-1326 250 1 7s CARDINAL cana-1326 250 2 2024 CARDINAL cana-1326 250 3 477 CARDINAL cana-1326 251 1 8 CARDINAL cana-1326 251 2 i.h. GPE cana-1326 251 3 datta PERSON cana-1326 251 4 r. sarkar PERSON cana-1326 251 5 n. biswas PERSON cana-1326 251 6 1071-1082 DATE cana-1326 252 1 9 CARDINAL cana-1326 252 2 a. azam PERSON cana-1326 252 3 j. amad PERSON cana-1326 252 4 j. inequal.appl ORG cana-1326 252 5 2013 DATE cana-1326 253 1 10 CARDINAL cana-1326 253 2 bhahtim PERSON cana-1326 254 1 11 CARDINAL cana-1326 254 2 abstr.appl.anal.2013 ( ORG cana-1326 254 3 2013 DATE cana-1326 254 4 article id 604215 LAW cana-1326 255 1 12 CARDINAL cana-1326 255 2 2023 CARDINAL cana-1326 256 1 13]j.ahmad DATE cana-1326 256 2 2014 DATE cana-1326 257 1 14 CARDINAL cana-1326 257 2 i. a. bakhtin PERSON cana-1326 257 3 30 CARDINAL cana-1326 258 1 1989 DATE cana-1326 259 1 15 CARDINAL cana-1326 259 2 aux equations integrals ORG cana-1326 259 3 fundamenta mathematicae PERSON cana-1326 260 1 3 CARDINAL cana-1326 261 1 133 CARDINAL cana-1326 262 1 16 CARDINAL cana-1326 262 2 a. a. mukheimer PERSON cana-1326 262 3 the scientific world journal ORG cana-1326 262 4 2014 DATE cana-1326 262 5 article id 587825 LAW cana-1326 262 6 6 CARDINAL cana-1326 262 7 2014 DATE cana-1326 263 1 17 CARDINAL cana-1326 263 2 a. k. dubey PERSON cana-1326 263 3 r. shukla PERSON cana-1326 263 4 r. p. dubey PERSON cana-1326 263 5 2015 DATE cana-1326 263 6 article id 832467 LAW cana-1326 263 7 7 CARDINAL cana-1326 263 8 2015 DATE cana-1326 264 1 18 CARDINAL cana-1326 265 1 r. rao PERSON cana-1326 265 2 j. r. prasad PERSON cana-1326 266 1 1 CARDINAL cana-1326 266 2 1 CARDINAL cana-1326 267 1 2013 DATE