| Literature DB >> 32974101 |
Xue-Ran Kang1,2,3, Bin Chen1,2,3, Yi-Sheng Chen4, Bin Yi1,2,3, Xiaojun Yan1,2,3, Chenyan Jiang1,2,3, Shulun Wang1,2,3, Lixing Lu1,2,3, Runjie Shi1,2,3.
Abstract
BACKGROUND: To create a nomogram prediction model for the efficacy of endoscopic nasal septoplasty, and the likelihood of patient benefiting from the operation.Entities:
Keywords: Nasal septum deviation (NSD); Nomogram prediction model; Quality of life; SNOT-22 score; Septoplasty
Year: 2020 PMID: 32974101 PMCID: PMC7489239 DOI: 10.7717/peerj.9890
Source DB: PubMed Journal: PeerJ ISSN: 2167-8359 Impact factor: 2.984
Differences of demographic and clinical characteristics between effective and ineffective groups.
| Effective [ | Ineffective [ | Total [ | Effective ( | Ineffective ( | Total ( | Effective ( | Ineffective ( | Total ( | Effective ( | Ineffective ( | Total ( | ||||
|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|
| Female | 38[30%] | 8[28.6%] | 46[29.7%] | 57[63.3%] | 16[76.2%] | 73[65.8%] | 32[86.5%] | 4[57.1%] | 36[81.8%] | 7(59%) | 1(25%) | 8(38%) | |||
| Male | 89[70%] | 20[71.4%] | 109[70.3%] | 33[36.7%] | 5[23.8%] | 38[34.2%] | 5[13.5%] | 3[42.9%] | 8[18.2%] | 10(41%) | 3(75%) | 13(62%) | |||
| Mean [SD] | 33.9[12.6] | 43.8[12.6] | 35.7[13.1] | 34.8[12.9] | 43.5[11.8] | 36.5[13.1] | 31.8[11.7] | 44.9[15.6] | 33.8[13.1] | 38.6(13.3) | 42.0(22.0) | 39.2(14.7) | |||
| Median [MIN, MAX] | 31 [14,66] | 45[22,63] | 33[14,66] | 32.5[14,66] | 47[22,61] | 34[14,66] | 29[16,64] | 43[22,63] | 30.5[16,64] | 40 [16,57] | 31.5[30,75] | 39[16,75] | |||
| Mean [SD] | 23.0[2.9] | 24.7[3.2] | 23.3[3.1] | 22.9[3.6] | 24.8[3.5] | 23.3[3.6] | 22.7[2.6] | 24.5[2.7] | 23[2.6] | 22.6(4.4) | 22.8(0.5) | 22.6(3.9) | |||
| Median [MIN, MAX] | 22.9[16.2,30.9] | 24.3[18.5,31.5] | 23.0[16.2,31.5] | 23[10.9,29.3] | 24.3[18.5,31.5] | 23.4[10.9,31.5] | 22.6[17,30.9] | 24.2[21.5,29.8] | 22.7[17,30.9] | 21.9[17.6,30.9] | 23.0[22.0,23.0] | 22.0[17.6,30.9] | |||
| Yes | 1[0.8%] | 3[10.7%] | 4[2.6%] | 1[1.1%] | 2[9.5%] | 3[2.7%] | 0[0%] | 1[14.3%] | 1[2.3%] | 0(0%) | 0(0%) | 0(0%) | |||
| No | 126[99.2%] | 25[89.3%] | 151[97.4%] | 89[98.9%] | 19[90.5%] | 108[97.3%] | 37[100%] | 6[85.7%] | 43[97.7%] | 17(100%) | 4(100%) | 21(100%) | |||
| Yes | 10[7.9%] | 6[21.4%] | 16[10.3%] | 5[5.6%] | 6[28.6%] | 11[9.9%] | 5[13.5%] | 0[0%] | 5[11.4%] | 2(11.8%) | 0(0%) | 2(9.5%) | |||
| No | 117[92.1%] | 22[78.6%] | 139[89.7%] | 85[94.4%] | 15[71.4%] | 100[90.1%] | 32[86.5%] | 7[100%] | 39[88.6%] | 15(88.2%) | 4(100%) | 19(90.5%) | |||
| Yes | 19[15.0%] | 4[14.3%] | 23[14.8%] | 16[17.8%] | 4[19%] | 20[18%] | 3[8.1%] | 0[0%] | 3[6.8%] | 5(29.4%) | 0(0%) | 5(23.8%) | |||
| No | 108[85.0%] | 24[85.7%] | 132[85.2%] | 74[82.2%] | 17[81%] | 91[82%] | 34[91.9%] | 7[100%] | 41[93.2%] | 12(70.6%) | 4(100%) | 16(76.2%) | |||
| Yes | 23[18.1%] | 16[57.1%] | 39[25.2%] | 15[16.7%] | 12[57.1%] | 27[24.3%] | 3(17.6%) | 3(75%) | 6(28.6%) | 3(17.6%) | 3(75%) | 6(28.6%) | |||
| No | 104[81.9%] | 12[42.9%] | 116[74.8%] | 75[83.3%] | 9[42.9%] | 84[75.7%] | 14(82.4%) | 1(25%) | 15(71.4%) | 14(82.4%) | 1(25%) | 15(71.4%) | |||
| Yes | 18[14.2%] | 7[25.0%] | 25[16.1%] | 11[12.2%] | 5[23.8%] | 16[14.4%] | 7[18.9%] | 2[28.6%] | 9[20.5%] | 4(24%) | 1(25.0%) | 5(24%) | |||
| No | 109[85.8%] | 21[75.0%] | 130[83.9%] | 79[87.8%] | 16[76.2%] | 95[85.6%] | 30[81.1%] | 5[71.4%] | 35[79.5%] | 13(76%) | 3(75.0%) | 16(76%) | |||
| Yes | 7[5.5%] | 3[10.7%] | 10[6.5%] | 6[6.7%] | 2[9.5%] | 8[7.2%] | 1[2.7%] | 1[14.3%] | 2[4.5%] | 3(17.6%) | 0(0%) | 3(14.3%) | |||
| No | 120[94.5%] | 25[89.3%] | 145[93.5%] | 84[93.3%] | 19[90.5%] | 103[92.8%] | 36[97.3%] | 6[85.7%] | 42[95.5%] | 14(82.4%) | 4(100%) | 18(85.7%) | |||
| Yes | 46[36.2%] | 2[7.1%] | 48[31.0%] | 34[37.8%] | 1[4.8%] | 35[31.5%] | 12[32.4%] | 1[14.3%] | 13[29.5%] | 7(41.2%) | 0(0%) | 7(33.3%) | |||
| No | 81[63.8%] | 26[92.9%] | 107[69.0%] | 56[62.2%] | 20[95.2%] | 76[68.5%] | 25[67.6%] | 6[85.7%] | 31[70.5%] | 10(58.8%) | 4(100%) | 14(66.7%) | |||
| Yes | 40[31.5%] | 7[25.0%] | 47[30.3%] | 29[32.2%] | 5[23.8%] | 34[30.6%] | 11[29.7%] | 2[28.6%] | 13[29.5%] | 7(41.2%) | 1(25%) | 8(38.1%) | |||
| No | 87[68.5%] | 21[75.0%] | 108[69.7%] | 61[67.8%] | 16[76.2%] | 77[69.4%] | 26[70.3%] | 5[71.4%] | 31[70.5%] | 10(58.8%) | 3(75%) | 13(61.9%) | |||
| Yes | 10[7.9%] | 5[17.9%] | 15[9.7%] | 5[5.6%] | 5[23.8%] | 10[9%] | 5[13.5%] | 0[0%] | 5[11.4%] | 2(11.8%) | 0(0%) | 2(9.5%) | |||
| No | 117[92.1%] | 23[82.1%] | 140[90.3%] | 85[94.4%] | 16[76.2%] | 101[91%] | 32[86.5%] | 7[100%] | 39[88.6] | 15(88.2%) | 4(100%) | 19(90.5%) | |||
| Yes | 13[10.2%] | 12[42.9%] | 25[16.1%] | 10[11.1%] | 10[47.6%] | 20[18%] | 8[21.6%] | 4[57.1%] | 12[27.3%] | 3(17.6%) | 1(25%) | 4(19.0%) | |||
| No | 114[89.8%] | 16[57.1%] | 130[83.9%] | 80[88.9%] | 11[52.4%] | 91[82%] | 29[78.4%] | 3[42.9%] | 32[72.7%] | 14(82.4%) | 3(75%) | 17(81.0%) | |||
| Yes | 33[26.0%] | 6[21.4%] | 39[25.2%] | 21[23.3%] | 4[19%] | 25[22.5%] | 12[32.4%] | 2[28.6%] | 14[31.8%] | 5(29.4%) | 1(25%) | 6(28.6%) | |||
| No | 94[74.0%] | 22[78.6%] | 116[74.8%] | 69[76.7%] | 17[81%] | 86[77.5%] | 25[67.6%] | 5[71.4%] | 30[68.2%] | 12(70.6%) | 3(75%) | 15(71.4%) | |||
| Yes | 31[24.4%] | 10[35.7%] | 41[26.5%] | 21[23.3%] | 8[38.1%] | 29[26.1%] | 10[27%] | 2[28.6%] | 12[27.3%] | 9(52.9) | 2(50.0%) | 11(52.4%) | |||
| No | 96[75.6%] | 18[64.3%] | 114[73.5%] | 69[76.7%] | 13[61.9%] | 82[73.9%] | 27[73%] | 5[71.4%] | 32[72.7%] | 8(47.1%) | 2(50.0%) | 10(47.6%) | |||
| Mean [SD] | 1.9[1.4] | 2.3[1.3] | 2.0[1.4] | 2[1.3] | 2.4[1.3] | 2[1.4] | 1.9[1.4] | 2.1[1.2] | 1.9[1.3] | 0.38(0.21) | 0.3(0.24) | 0.37(0.21) | |||
| Median [MIN, MAX] | 1.72[0.03,4.62] | 1.7[0.28,4.43] | 1.7[0.03,4.63] | 1.8[0,4.3] | 2.8[0.5,4.4] | 1.7[0.03,4.6] | 1.6[0.1,4.4] | 2.2[0.3,3.4] | 1.8[0.1,4.4] | 0.43[0.05,0.66] | 0.32[0.06,0.52] | 0.43[0.05,0.66] | |||
| Mean [SD] | 4.8[1.0] | 4.64[0.87] | 4.7[1.0] | 4.8[1.1] | 4.8[0.9] | 4.8[1] | 4.6[1.2] | 4.1[0.7] | 4.5[1.1] | 4.5(0.5) | 4.8(0.5) | 4.5(0.5) | |||
| Median [MIN, MAX] | 5[3,10] | 5[3,7] | 5[3,10] | 5[3,10] | 5[4,7] | 5[3,10] | 4[0,7] | 4[3,5] | 4[0,7] | 4[4,5] | 5[4,5] | 5[4,5] | |||
| Type I | 20[15.7%] | 1[3.6%] | 21[13.5%] | 12[13.3%] | 1[4.8%] | 13[11.7%] | 8[21.6%] | 0[0%] | 8[18.2%] | 2[11.8%] | 0[0%] | 2[9.5%] | |||
| Type II | 83[65.4%] | 22[78.6%] | 105[67.7%] | 58[64.4%] | 16[76.2%] | 74[66.7%] | 25[67.6%] | 6[85.7%] | 31[70.5%] | 1[5.9%] | 2[50%] | 3[14.3%] | |||
| Type III | 20[15.7%] | 4[14.3%] | 24[15.5%] | 18[20%] | 3[14.3%] | 21[18.9%] | 2[5.4%] | 1[14.3%] | 3[6.8%] | 9[52.9%] | 1[25%] | 10[47.6%] | |||
| Type IV | 4[3.1%] | 1[3.6%] | 5[3.2%] | 2[2.2%] | 1[4.8%] | 3[2.7%] | 2[5.4%] | 0(0%) | 2[4.5%] | 5[29.4%] | 1[25%] | 6[28.6%] | |||
| Yes | 11[8.7%] | 2[7.1%] | 13[8.4%] | 9[10%] | 1[4.8%] | 10[9%] | 2[5.4%] | 1[14.3%] | 3[6.8%] | 2(11.8%) | 0(0%) | 2(9.5%) | |||
| No | 116[91.3%] | 26[92.9%] | 142[91.6%] | 81[90%] | 20[95.2%] | 101[91%] | 35[94.6%] | 6[85.7%] | 41[93.2%] | 15(88.2%) | 4(100%) | 19(90.5%) | |||
| Yes | 58[45.7%] | 10[35.7%] | 68[43.9%] | 40[44.4%] | 8[38.1%] | 48[43.2%] | 18[48.6%] | 2[28.6%] | 20[45.5%] | 7(41.2%) | 4(100%) | 11(52.4%) | |||
| No | 69[54.3%] | 18[64.3%] | 87[56.1%] | 50[55.6%] | 13[61.9%] | 63[56.8%] | 19[51.4%] | 5[71.4%] | 24[54.5%] | 10(58.8%) | 0(0%) | 10(47.6%) | |||
| Yes | 8[6.2%] | 0[0%] | 8[5.2%] | 6[6.7%] | 0[0%] | 6[5.4%] | 2[5.4%] | 0[0%] | 2[4.5%] | 3(17.6%) | 0(0%) | 3(14.3%) | |||
| No | 119[85.8%] | 28[100%] | 147[94.8%] | 84[93.3%] | 21[100%] | 105[94.6%] | 35[94.6%] | 7[100%] | 42[95.5%] | 14(82.4%) | 4(100%) | 18(85.7%) | |||
| Yes | 8[6.2%] | 1[3.6%] | 9[5.8%] | 5[5.6%] | 0[0%] | 5[4.5%] | 3[8.1%] | 1[14.3%] | 4[9.1%] | 1(5.9%) | 1(25%) | 2(9.5%) | |||
| No | 109[85.8%] | 27[96.4%] | 146[94.2%] | 85[94.4%] | 21[100%] | 106[95.5%] | 34[91.9%] | 6[85.7%] | 40[90.9%] | 16(94.1%) | 3(75%) | 19(90.5%) | |||
| Yes | 4[3.1%] | 1[3.6%] | 5[3.2%] | 2[2.2%] | 1[4.8%] | 3[2.7%] | 2[5.4%] | 0[0%] | 2[4.5%] | 3(17.6%) | 0(0%) | 3(14.3%) | |||
| No | 123[96.9%] | 27[96.4%] | 150[96.8%] | 88[97.8%] | 20[95.2%] | 108[97.3%] | 35[94.6%] | 7[100%] | 42[95.5%] | 14(82.4%) | 4(100%) | 18(85.7%) | |||
| Yes | 7[5.5%] | 7[25.0%] | 14[9.0%] | 4[4.4%] | 5[23.8%] | 9[8.1%] | 3[8.1%] | 2[28.6%] | 5[11.4%] | 0(0%) | 2(50.0%) | 2(9.5%) | |||
| No | 120[94.5%] | 21[75.0%] | 141[91.0%] | 86[95.6%] | 16[76.2%] | 102[91.9%] | 34[91.9%] | 5[71.4%] | 39[88.6%] | 17(100%) | 2(50.0%) | 19(90.5%) | |||
| Mean [SD] | 3.6[1.0] | 2.9[1.3] | 3.5[1.1] | 3.7[1] | 2.8[1.3] | 3.5[1.1] | 3.5[1] | 3.3[1.4] | 3.5[1] | 3.2[1] | 3.5[1] | 3.3[1] | |||
| Median [MIN, MAX] | 4.0 [0.0,5.0] | 4.0 [0.0,5.0] | 4.0 [0.0,5.0] | 4[1,5] | 3[0,4] | 4[0,5] | 4[1,5] | 4[1,5] | 4[1,5] | 3[2,5] | 4[2,4] | 3[2,5] | |||
| Mean [SD] | 3.2[1.4] | 2.4[1.8] | 3.1[1.5] | 3.3[1.4] | 2.3[1.8] | 3.1[1.5] | 3.1[1.5] | 2.9[1.5] | 3.1[1.5] | 2.9[1.2] | 2.8[0.5] | 2.9[1.1] | |||
| Median [MIN, MAX] | 3.0 [0.0,5.0] | 4.0 [0.0,5.0] | 3.0 [0.0,5.0] | 4[0,5] | 2[0,5] | 3[0,5] | 3[0,5] | 2[2,5] | 3[0,5] | 3[1,5] | 3[2,3] | 3[1,5] | |||
| Mean [SD] | 2.9[1.0] | 2.4[1.4] | 2.8[1.1] | 2.9[1] | 2.2[1.4] | 2.8[1.1] | 2.8[1] | 2.9[1.5] | 2.8[1.1] | 3[0.9] | 4.3[1.5] | 3.2[1.1] | |||
| Median [MIN, MAX] | 3.0 [0.0,5.0] | 3.0 [0.0,5.0] | 3.0 [0.0,5.0] | 3[0,5] | 2[0,5] | 3[0,5] | 3[1,4] | 2[1,5] | 3[1,5] | 3[2,4] | 5[2,5] | 3[2,5] | |||
| Mean [SD] | 2.3[1.2] | 2.2[1.4] | 2.3[1.3] | 2.4[1.2] | 2.1[1.4] | 2.3[1.3] | 2.2[1.2] | 2.6[1.5] | 2.3[1.2] | 2.4[0.6] | 3.8[0.5] | 2.6[0.8] | |||
| Median [MIN, MAX] | 2.0 [0.0,5.0] | 2.0 [0.0,5.0] | 2.0 [0.0,5.0] | 2[0,5] | 2[0,5] | 2[0,5] | 2[0,5] | 2[1,5] | 2[0,5] | 2[2,4] | 4[3,4] | 2[2,4] | |||
| Mean [SD] | 3.5[1.5] | 2.1[1.5] | 3.2[1.6] | 3.5[1.5] | 2[1.6] | 3.2[1.6] | 3.5[1.6] | 2.4[1.3] | 3.3[1.6] | 3.2[1.5] | 2.5[0.6] | 3[1.4] | |||
| Median [MIN, MAX] | 4.0 [0.0,5.0] | 4.0 [0.0,5.0] | 4.0 [0.0,5.0] | 4[0,5] | 2[0,5] | 4[0,5] | 4[1,5] | 2[1,5] | 3.5[1,5] | 3[0,5] | 2.5[2,3] | 3[0,5] | |||
| Mean [SD] | 2.5[0.9] | 1.7[1.0] | 2.3[1.0] | 2.5[0.9] | 1.6[1] | 2.3[1] | 2.5[0.9] | 2[1] | 2.4[0.9] | 2.8[0.9] | 2.3[1] | 2.7[0.9] | |||
| Median [MIN, MAX] | 3.0 [0.0,4.0] | 3.0 [0.0,4.0] | 2.0 [0.0,4.0] | 3[0,4] | 2[0,4] | 2[0,4] | 2[1,4] | 2[0,3] | 2[0,4] | 3[2,5] | 2.5[1,3] | 3[1,5] | |||
| Mean [SD] | 2.9[1.4] | 2.5[1.3] | 2.9[1.4] | 3[1.4] | 2.6[1.3] | 2.9[1.4] | 2.8[1.3] | 2.4[1.5] | 2.7[1.3] | 2.8[1] | 2.8[0.5] | 2.8[0.9] | |||
| Median [MIN, MAX] | 3.0 [0.0,5.0] | 3.0 [0.0,5.0] | 3.0 [0.0,5.0] | 3[0,5] | 3[0,5] | 3[0,5] | 3[0,5] | 2[0,5] | 3[0,5] | 3[1,5] | 3[2,3] | 3[1,5] | |||
| Mean [SD] | 4.6[1.0] | 3.9[1.6] | 4.4[1.2] | 4.6[0.9] | 4.1[1.4] | 4.5[1.1] | 4.5[1.1] | 3.1[1.9] | 4.3[1.3] | 4.2[1.1] | 4.8[0.5] | 4.3[1.1] | |||
| Median [MIN, MAX] | 5.0 [0.0,5.0] | 5.0 [0.0,5.0] | 5.0 [0.0,5.0] | 5[1,5] | 5[0,5] | 5[0,5] | 5[1,5] | 4[0,5] | 5[0,5] | 5[1,5] | 5[4,5] | 5[1,5] | |||
| Mean [SD] | 3.2[1.2] | 2.6[1.3] | 3.1[1.2] | 3.3[1.2] | 2.8[1.3] | 3.2[1.2] | 3.2[1.2] | 2.1[1.2] | 3[1.2] | 3[0.9] | 3.5[1] | 3.1[0.9] | |||
| Median [MIN, MAX] | 3.0 [0.0,5.0] | 3.0 [0.0,4.0] | 3.0 [0.0,5.0] | 3[0,5] | 3[0,4] | 3[0,5] | 3[0,5] | 2[0,4] | 3[0,5] | 3[1,4] | 4[2,4] | 3[1,4] | |||
| Mean [SD] | 2.5[1.3] | 1.6[1.3] | 2.3[1.3] | 2.5[1.2] | 1.4[1.2] | 2.3[1.3] | 2.5[1.4] | 2.3[1.3] | 2.5[1.4] | 2.2[1.3] | 3.8[0.5] | 2.5[1.3] | |||
| Median [MIN, MAX] | 2.0 [0.0,5.0] | 2.0 [0.0,4.0] | 2.0 [0.0,5.0] | 2[0,5] | 1[0,4] | 2[0,5] | 2[0,5] | 2[0,4] | 2[0,5] | 2[0,4] | 4[3,4] | 3[0,4] | |||
| Mean [SD] | 3.1[1.1] | 2.5[1.5] | 3.0[1.2] | 3.2[0.9] | 2.4[1.5] | 3[1.1] | 3.2[1.2] | 2.9[1.5] | 3.1[1.2] | 2.6[1.1] | 4[0] | 2.9[1.2] | |||
| Median [MIN, MAX] | 3.0 [0.0,5.0] | 3.0 [0.0,4.0] | 3.0 [0.0,5.0] | 3[0,5] | 3[0,4] | 3[0,5] | 3[0,5] | 3[0,4] | 3[0,5] | 3[0,4] | 4[4,4] | 3[0,4] | |||
| Mean [SD] | 2.9[1.2] | 2.8[1.6] | 2.9[1.2] | 3[1.1] | 2.7[1.5] | 3[1.2] | 2.8[1.3] | 3.3[1.8] | 2.9[1.4] | 2.3[1.1] | 3.5[1] | 2.5[1.2] | |||
| Median [MIN, MAX] | 3.0 [1.0,5.0] | 3.0 [0.0,5.0] | 3.0 [0.0,5.0] | 3[1,5] | 3[0,5] | 3[0,5] | 3[1,5] | 4[0,5] | 3[0,5] | 2[1,4] | 3[3,5] | 3[1,5] | |||
| Mean [SD] | 2.7[1.2] | 2.6[1.4] | 2.7[1.2] | 2.7[1.1] | 2.5[1.4] | 2.7[1.1] | 2.6[1.3] | 3[1.6] | 2.7[1.3] | 2.3[0.9] | 2.5[1] | 2.3[0.9] | |||
| Median [MIN, MAX] | 3.0 [0.0,5.0] | 3.0 [0.0,5.0] | 3.0 [0.0,5.0] | 3[1,5] | 3[0,5] | 3[0,5] | 3[0,5] | 3[0,5] | 3[0,5] | 2[1,4] | 2[2,4] | 2[1,4] | |||
| Mean [SD] | 2.6[1.2] | 2.5[1.5] | 2.5[1.2] | 2.6[1.1] | 2.5[1.4] | 2.5[1.2] | 2.5[1.3] | 2.7[1.8] | 2.6[1.4] | 2.1[1] | 2[0] | 2[0.9] | |||
| Median [MIN, MAX] | 3.0 [0.0,5.0] | 3.0 [0.0,5.0] | 3.0 [0.0,5.0] | 2.5[0,5] | 3[0,5] | 3[0,5] | 3[0,5] | 2[0,5] | 2.5[0,5] | 2[1,4] | 2[2,2] | 2[1,4] | |||
| Mean [SD] | 2.7[1.2] | 2.6[1.4] | 2.7[1.2] | 2.7[1.1] | 2.6[1.5] | 2.7[1.2] | 2.6[1.2] | 2.9[1.1] | 2.6[1.2] | 2.3[1.1] | 2.3[0.5] | 2.3[1] | |||
| Median [MIN, MAX] | 3.0 [0.0,5.0] | 3.0 [0.0,5.0] | 3.0 [0.0,5.0] | 3[0,5] | 2[0,5] | 3[0,5] | 3[0,5] | 3[1,4] | 3[0,5] | 2[1,4] | 2[2,3] | 2[1,4] | |||
| Mean [SD] | 2.9[1.1] | 2.6[1.3] | 2.8[1.1] | 3[1] | 2.5[1.4] | 2.9[1.1] | 2.8[1.2] | 2.7[1] | 2.8[1.2] | 2.4[1.1] | 2.3[0.5] | 2.3[1] | |||
| Median [MIN, MAX] | 3.0 [0.0,5.0] | 3.0 [0.0,5.0] | 3.0 [0.0,5.0] | 3[0,5] | 3[0,5] | 3[0,5] | 3[0,5] | 3[1,4] | 3[0,5] | 2[1,4] | 2[2,3] | 2[1,4] | |||
| Mean [SD] | 2.9[1.1] | 2.7[1.2] | 2.9[1.1] | 3[1] | 2.7[1.2] | 2.9[1.1] | 2.9[1.2] | 2.7[1] | 2.9[1.1] | 2.3[1.2] | 2.3[0.5] | 2.3[1.1] | |||
| Median [MIN, MAX] | 3.0 [0.0,5.0] | 3.0 [1.0,5.0] | 3.0 [0.0,5.0] | 3[0,5] | 3[1,5] | 3[0,5] | 3[0,5] | 3[1,4] | 3[0,5] | 2[1,5] | 2[2,3] | 2[1,5] | |||
| Mean [SD] | 3.0[1.1] | 2.9[1.4] | 3.0[1.1] | 3.1[1] | 2.9[1.5] | 3[1.1] | 2.7[1.2] | 2.3[0.5] | 2.6[1.1] | 2.7[1.2] | 2.3[0.5] | 2.6[1.1] | |||
| Median [MIN, MAX] | 3.0 [0.0,5.0] | 3.0 [0.0,5.0] | 3.0 [0.0,5.0] | 3[0,5] | 4[0,5] | 3[0,5] | 3[1,5] | 2[2,3] | 2[1,5] | 3[1,5] | 2[2,3] | 2[1,5] | |||
| Mean [SD] | 2.9[1.2] | 2.9[1.3] | 2.9[1.2] | 3[1.2] | 2.8[1.4] | 3[1.2] | 2.7[1.2] | 3[1.2] | 2.8[1.2] | 2.9[1.4] | 2.8[1] | 2.9[1.3] | |||
| Median [MIN, MAX] | 3.0 [0.0,5.0] | 3.0 [0.0,5.0] | 3.0 [0.0,5.0] | 3[0,5] | 3[0,5] | 3[0,5] | 3[0,5] | 3[1,5] | 3[0,5] | 3[1,5] | 2.5[2,4] | 3[1,5] | |||
| Mean [SD] | 2.9[1.1] | 2.9[1.6] | 2.9[1.2] | 3[1.1] | 2.8[1.6] | 2.9[1.2] | 2.9[1.1] | 3.1[1.6] | 3[1.2] | 2.6[1.1] | 2.8[1.5] | 2.6[1.2] | |||
| Median [MIN, MAX] | 3.0 [0.0,5.0] | 3.0 [0.0,5.0] | 3.0 [0.0,5.0] | 3[1,5] | 3[0,5] | 3[0,5] | 3[0,5] | 3[1,5] | 3[0,5] | 3[1,5] | 2[2,5] | 2[1,5] | |||
| Mean [SD] | 2.8[1.1] | 2.7[1.6] | 2.8[1.2] | 2.8[1.1] | 2.6[1.5] | 2.8[1.2] | 2.8[1.1] | 3.1[1.9] | 2.9[1.2] | 2.4[1] | 2.8[1.5] | 2.4[1.1] | |||
| Median [MIN, MAX] | 3.0 [0.0,5.0] | 3.0 [0.0,5.0] | 3.0 [0.0,5.0] | 3[0,5] | 3[0,5] | 3[0,5] | 3[0,5] | 4[0,5] | 3[0,5] | 2[1,5] | 2[2,5] | 2[1,5] | |||
| Mean [SD] | 2.6[1.1] | 2.4[1.5] | 2.6[1.2] | 2.6[1.1] | 2.2[1.4] | 2.6[1.1] | 2.6[1.2] | 3[1.7] | 2.7[1.3] | 2.6[1.2] | 2[0] | 2.5[1.1] | |||
| Median [MIN, MAX] | 3.0 [0.0,5.0] | 3.0 [0.0,5.0] | 3.0 [0.0,5.0] | 3[0,5] | 2[0,5] | 3[0,5] | 3[0,5] | 4[0,5] | 3[0,5] | 3[1,5] | 2[2,2] | 2[1,5] | |||
| Mean [SD] | 65.3[16.4] | 56.4[20.0] | 63.7[17.4] | 66.3[14.6] | 54.7[19.6] | 64.1[16.2] | 63.9[17.9] | 62.9[18.3] | 63.7[17.8] | 59.1[14.7] | 65[1.6] | 60.2[13.3] | |||
| Median [MIN, MAX] | 68.0 [3.0,95.0] | 69.0 [15.0,83.0] | 67.0 [3.0,95.0] | 69[19,95] | 62[23,83] | 67[19,95] | 67[21,93] | 71[25,78] | 67.5[21,93] | 59[35,76] | 65[63,67] | 65[35,76] | |||
Figure 1In the Lasso model, a five-fold cross-validation approach was used for the choice of optimal parameters.
(A) In the Lasso model, a five-fold cross-validation approach was used for the choice of optimal parameters.Using the partial likelihood anomaly curve and the log (lambda) plot, the vertical line was drawn at the optimal value to obtain the included feature factors. (B) The lambda curve generated a profile based on the log (lambda) sequence. Vertical lines were drawn at the values selected using the five-fold cross-validation method, with 20 characteristic factors being selected. (C) The algorithm of SVM-RFE support vector machine was used to further screen the 20 characteristic factors. Finally, a prediction model with 9 best features with an average 10-fold cross-validation score of 0.8914 was established.
Rank the order of features in SVM-RFE method.
| Features | Coefficients | Rank the order |
|---|---|---|
| Middle turbinate plasty | −4.75266432 | 1 |
| Nasosinusitis | −2.21413383 | 2 |
| Nasal surgery history | −2.3517654 | 3 |
| Seansonal allergy history | 3.03876115 | 4 |
| Age | −0.06223234 | 5 |
| SNOT22 Score | 0.03536382 | 6 |
| BMI | −0.17801399 | 7 |
| Smoke | −1.088097 | 8 |
| Follow up time | −0.35657536 | 9 |
Chart of prediction factors.
| Variable | Prediction model | |||
|---|---|---|---|---|
| Odds ratio (95% CI) | ||||
| SNOT22 score | 0.034 | 1.035(1.004–1.070) | 0.028 | |
| Age | −0.059 | 0.943(0.895–0.988) | 0.019 | |
| Smoke | −0.678 | 0.508(0.154–1.680) | 0.259 | |
| Seansonal allergy history | 2.189 | 8.930(1.817–74.700) | 0.017 | |
| Nasosinusitis | −2.003 | 0.135(0.034–0.460) | 0.002 | |
| Follow up time | −0.001 | 0.999(0.998–1.000) | 0.043 | |
| BMI | −0.065 | 0.937(0.780–1.110) | 0.471 | |
| Nasal surgery history | −2.823 | 0.059(0.013–0.227) | 0.0000975 | |
| Middle turbinate plasty | −1.875 | 0.153(0.017–1.800) | 0.104 | |
Notes.
β is the regression coefficient.
Figure 2A nomogram model predicting the likelihood of benefit from surgery.
Note: nine factors including history of nasal surgery, preoperative SNOT-22 score, sinusitis, middle turbinate plasty, BMI, smoking, follow-up, advanced age, and seasonal allergies were included. * p < 0.05,*** p < 0.005.
Figure 3A calibration curve for the prediction model showing the benefits of endoscopic nasal septoplasty.
(A) A calibration curve for the prediction model showing the benefits of endoscopic nasal septoplasty. The diagonal dashed line represents a perfect prediction of an ideal model. The solid line indicates the predictive power of the predictive model, and an improved predictive ability was observed when it closely fitted with the dotted line. (B) The area under the curve (AUC) of the nomogram model indicates the probability of accurately predicting the likelihood of benefit from surgery in a randomly selected patient. The model exhibited good predictive power, with the AUC values of the training group (red), the test group (blue) and the external dataset (orange) recorded as 0.920, 0.834, and 0.765, respectively. (C) Decision curve used to estimate the surgical benefits. Decision analysis curves for the training, test, and overall groups are shown. The “None” line assumes that all patients failed to achieve the effect of surgery. The “All” line assumes that all patients achieved the effect of surgery.