Page 96 - Demo

2024%ub144 %ub9c8%uc744%uc5b4%uc7a5 %uc790%uc6d0%uc0dd%ud0dc %ud658%uacbd%uc870%uc0ac- 85 -%u25cb %uc81c%uc8fc %uc5f0%uc548 %uac1c %uc9c0%uc5ed%uc758 %uc0dd%ubb3c %uad70 10 , %uc9d1 %uc720%uc0ac%ub3c4 %ubd84%uc11d %uacb0%uacfc %uc800%uc11c%ub3d9%ubb3c%uc740 %uc804%ubc18%uc801%uc73c%ub85c %ub192%uc740 %uad70%uc9d1 %uc720%uc0ac%uc131%uc744 %ub098%ud0c0%ub0b8 %ubc18%uba74, . %ud574%uc870%ub958%ub294 %uc9c0%uc5ed %uac04 %ud3b8%ucc28%uac00 %ub450%ub4dc%ub7ec%uc84c%ub2e4 %ud2b9%ud788 %ucd94%uc790%ub3c4%ub294 %ub450 %uc0dd%ubb3c%uad70 %ubaa8%ub450%uc5d0%uc11c %ub0ae%uc740 %uc720%uc0ac%ub3c4%ub97c %ubcf4%uc774%uba70 %uc0dd%ud0dc%uc801%uc73c%ub85c , %ub3c5%ub9bd%uc801%uc778 %uad70%uc9d1 %ud2b9%uc131%uc744 %uc720%uc9c0%ud558%uace0 %uc788%ub294 %uac83%uc73c%ub85c %ubd84%uc11d%ub418%uc5c8%ub2e4. %uff1c %uff1e %ud45c %ub9c8%uc744%uc5b4%uc7a5%ubcc4 %uc800%uc11c %ubc0f %ud574%uc870%ub958 3.4.6 %uc720%uc0ac%ub3c4 %ubd84%uc11d %uacb0%uacfc%uad6c%ubd84 %uc8fc%uc694%uc9c0%uc5ed %uc720%uc0ac%ub3c4 %ud2b9%uc774%uc0ac%ud56d %ubc0f %ud574%uc11d%ud574%uc870%ub958%uace0%uc0b0%ub9ac %ud3c9%ub300%ub9ac , , %uc704%ubbf8 %ub9ac20.66~0.77%uac08%uc870%ub958 %uc911%uc2ec %ud574%uc870 %uad70%uc9d1 %ud615%uc131 %uc0dd%uccb4%ub7c9 , %uae30%uc900 %uc720%uc0ac%ub3c4%uac00 %uc0c1%ub300%uc801%uc73c%ub85c %ub192%uc74c%uc2e0%ucc9c%ub9ac %uc774%ud638%ub3d9 , , %ucd94%uc790%ub3c40.07~0.30%uc0dd%uccb4%ub7c9 %ubc0f %uc885 %uc870%uc131 %ucc28%uc774 %ud07c, %ud574%uc870%ub958 %uad70%uc9d1 %uad6c%uc131%uc758 %uc9c0%uc5ed %uac04 %ucc28%ubcc4%uc131 %ub69c%ub837%uc800%uc11c%ub3d9%ubb3c%uc2e0%ucc9c%ub9ac %uace0%uc0b0%ub9ac , , %uc704%ubbf8 %ub9ac %ud3c9%ub300%ub9ac 2 , 0.90~0.99%ub3d9%ubd80 %ubc0f %uc911%ubd80 %ud574%uc5ed %uac04 %uc720%uc0ac%ub3c4 %ub192%uc74c, %ub3d9%uc77c%ud55c %ud1f4%uc801 %ubc0f %ud574%uc591%ud658%uacbd %uac00%ub2a5%uc131%ucd94%uc790%ub3c4 0.59~0.70%ub2e4%ub978 %uc9c0%uc5ed%uacfc %ub69c%ub837%uc774 %uad6c%ubd84%ub428, %uace0%ub9bd%ub41c%uc12c %uc9c0%uc5ed%uc73c%ub85c %ub3c5%ub9bd%uc801 %uc0dd%ud0dc%uad70%uc9d1 %uc720%uc9c0%u25cb %uacc4%uce35%uc801 %uad70%uc9d1 %ubd84%uc11d %uacb0%uacfc( 4.3.1), 10 , , %uadf8%ub9bc %uc81c%uc8fc %uc5f0%uc548 %uac1c %ub9c8%uc744%uc5b4%uc7a5 %uc911 %ud3c9%ub300 %uc774%ud638 %ud558%ud6a8 %ubc95%ud658 %ub4f1%uc740 %ub192%uc740 , . %uc720%uc0ac%ub3c4%ub97c %ubcf4%uc774%uba70 %ud558%ub098%uc758 %uad70%uc9d1%uc73c%ub85c %ubd84%ub958%ub418%uc5c8%ub2e4 %ubc18%uba74 %ucd94%uc790%ub3c4%ub294 %ub2e4%ub978 %ud574%uc5ed%uacfc%uc758 %uc720%uc0ac%uc131%uc774 %ub0ae%uc544 %ub3c5%ub9bd%uc801%uc778 %uc0dd%ud0dc %ud2b9%uc131%uc744 %uc9c0%ub2c8%ub294 %uac83%uc73c%ub85c %ub098%ud0c0%ub0ac%ub2e4. %ucd94%uc790%ub3c4%uace0%uc0b0%uc704%ubbf8%uc77c%uacfc%uace0%ub0b4%uc2e0%ucc9c%ubc95%ud658%ud558%ud6a8%uc774%ud638%ud3c9%ub30050 60 70 80 90 100Similarity( 4.3.1) (Hierarchical Clus %uadf8%ub9bc %uc81c%uc8fc%ud574%uc5ed %ub9c8%uc744%uc5b4%uc7a5 %uc720%uc0ac%ub3c4%uc5d0 %ub530%ub978 %uad70%uc9d1%ubd84%uc11d ter analysis)