首页> 外文会议>IVIC 2011;International visual informatics conference >High Order Polynomial Surface Fitting for Measuring Roughness of Psoriasis Lesion
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High Order Polynomial Surface Fitting for Measuring Roughness of Psoriasis Lesion

机译:高阶多项式表面拟合用于测量牛皮癣皮损的粗糙度

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Scaliness of psoriasis lesions is one of the parameters to be determined during Psoriasis Area and Severity Index (PASI) scoring. Dermatologists typically use their visual and tactile senses to assess PASI scaliness. However, it is known that the scores are subjective resulting in inter- and intra-rater variability. In this paper, an objective 3D imaging method is proposed to assess PASI scaliness parameter of psoriasis lesions. As scales on the lesion invariably causes roughness, a surface-roughness measurement method is proposed for 3D curved surfaces. The method applies a polynomial surface fitting to the lesion surface to extract the estimated waviness from the actual lesion surface. Surface roughness is measured from the vertical deviations of the lesion surface from the estimated waviness surface. The surface roughness algorithm has been validated against 328 lesion models of known roughness on a medical mannequin. The proposed algorithm is found to have an error 0.0013 ± 0.0022 mm giving an accuracy of 89.30%. The algorithm is invariant to rotation of the measured surface. Accuracy of the rotated lesion models is found to be greater than 95%. System repeatability has been evaluated to successive measurements of 456 psoriasis lesions. The system repeatability can be accepted since 95.27% of the measurement differences are less than two standard deviation of measurement difference.
机译:牛皮癣病变的狭窄程度是牛皮癣面积和严重性指数(PASI)评分期间要确定的参数之一。皮肤科医生通常使用其视觉和触觉来评估PASI结垢。但是,众所周知,评分是主观的,导致评分者之间和评分者内部存在差异。本文提出了一种客观的3D成像方法来评估银屑病皮损的PASI鳞状参数。由于病变上的鳞片总是引起粗糙度,因此提出了一种用于3D曲面的表面粗糙度测量方法。该方法将多项式表面拟合应用于病变表面,以从实际病变表面提取估计的波纹度。根据病变表面与估计的波纹表面的垂直偏差来测量表面粗糙度。表面粗糙度算法已经针对医学模特上已知粗糙度的328个病变模型进行了验证。发现所提出的算法具有0.0013±0.0022 mm的误差,给出了89.30%的精度。该算法对于被测表面的旋转是不变的。发现旋转病变模型的准确性大于95%。已对456个牛皮癣病灶的连续测量进行了系统重复性评估。因为95.27%的测量差异小于两个测量差异的标准偏差,所以系统的可重复性是可以接受的。

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