Fractal analysis of the maternal surface of the placenta: Preliminary report

被引:4
作者
Shiba, Masahiro
Kikuchi, Akihiko
Hara, Kikue
Sunagawa, Sorahiro
Yoshida, Shiro
Takagi, Kimiyo
Ogiso, Yoshifumi
机构
[1] Nagano Childrens Hosp, Ctr Perinatal Med, Dept Obstet, Nagano 3998288, Japan
[2] Nagano Childrens Hosp, Div Clin Pathol, Nagano 3998288, Japan
关键词
placenta; maternal surface; placental morphology; gestational age; fractals; fractal analysis; fractal dimension;
D O I
10.1159/000098198
中图分类号
R71 [妇产科学];
学科分类号
100211 ;
摘要
Aims: The objective of this study was to determine whether the maternal surface of the placenta is fractal, and whether the mean fractal dimension differs according to the gestational age and clinically or pathologically different conditions. Methods: Using digitized images of the maternal surface of 75 placentas, fractal dimensions were measured with a fractal analysis software. Results: The mean fractal dimension of the maternal surface of the placentas significantly exceeded the topological dimension of a surface (= 2). This means that the morphological pattern of the maternal surface fulfills the mathematical definition of fractal structures. Among the three different groups of gestational age, the mean fractal dimension in 22-29 weeks was significantly lower than that in 30-36 and 37-41 weeks ( p = 0.022 and 0.014, respectively). Although not significantly different ( p = 0.149), in 30- 6 weeks the mean fractal dimension of the placentas complicated by pregnancy-induced hypertension ( PIH) was greater than that without PIH. Conclusion: Fractal geometry, a vocabulary of irregular shapes, can be useful for describing quantitatively the architecture of the maternal surface of the placenta and become a useful tool for analyzing physiological and pathological placental formation mathematically. Copyright (c) 2007 S. Karger AG, Basel.
引用
收藏
页码:229 / 233
页数:5
相关论文
共 17 条
[1]  
BENIRSCHKE K, 1999, PATHOLOGY HUMAN PLAC, P543
[2]   Scaling properties of the placenta's arterial tree [J].
Bergman, DL ;
Ullberg, U .
JOURNAL OF THEORETICAL BIOLOGY, 1998, 193 (04) :731-738
[3]  
Blanc W. A., 1981, Perinatal diseases, P67
[4]   FRACTAL GEOMETRIC ANALYSIS OF MATERIAL FROM MOLAR AND NON-MOLAR PREGNANCIES [J].
CROSS, SS ;
HOWAT, AJ ;
STEPHENSON, TJ ;
COTTON, DWK ;
UNDERWOOD, JCE .
JOURNAL OF PATHOLOGY, 1994, 173 (02) :115-118
[5]  
FEDER JENS, 1988, FRACTALS, P11
[6]   Report of the National High Blood Pressure Education Program Working Group on High Blood Pressure in Pregnancy [J].
Gifford, RW ;
August, PA ;
Cunningham, G ;
Green, LA ;
Lindheimer, MD ;
McNellis, D ;
Roberts, JM ;
Sibai, BM ;
Taler, SJ .
AMERICAN JOURNAL OF OBSTETRICS AND GYNECOLOGY, 2000, 183 (01) :S1-S22
[7]   TEXTURE DESCRIPTION AND SEGMENTATION THROUGH FRACTAL GEOMETRY [J].
KELLER, JM ;
CHEN, S ;
CROWNOVER, RM .
COMPUTER VISION GRAPHICS AND IMAGE PROCESSING, 1989, 45 (02) :150-166
[8]   Fractal analysis of surface growth patterns in endometrioid endometrial adenocarcinoma [J].
Kikuchi, A ;
Kozuma, S ;
Yasugi, T ;
Taketani, Y .
GYNECOLOGIC AND OBSTETRIC INVESTIGATION, 2004, 58 (02) :61-67
[10]   HOW LONG IS COAST OF BRITAIN - STATISTICAL SELF-SIMILARITY AND FRACTIONAL DIMENSION [J].
MANDELBROT, B .
SCIENCE, 1967, 156 (3775) :636-+