Martínez-Frías M L
ECEMC, Facultad de Medicina, Universidad Complutense, Madrid, Spain.
Am J Med Genet. 1994 Jan 1;49(1):45-51. doi: 10.1002/ajmg.1320490110.
Lubinsky [1986: Am J Med Genet 2:9-16] has defined associations as derivatives of causally nonspecific disruptive events acting on developmental fields. Opitz [1992: Second International Workshop on Fetal Genetic Pathology] considers developmental fields as the basic biologic units of individual development and of evolution, and has stated that associations represent the idiopathic occurrence of multiple congenital anomalies during blastogenesis. These concepts imply that associations represent the concurrence of a greater number of developmental field defects (DFDs) than other patterns of multiple anomalies. The coding system for children with multiple congenital anomalies, developed in the Spanish Collaborative Study of Congenital Malformations (ECEMC), permits analysis of DFDs as morphogenetic units. Thus, we can study their presence in any type of MCA pattern, regardless of its etiology. Here we present the analysis of a selected group of DFDs of blastogenic origin. Specifically, we have studied how the groups of defects, usually comprised in those specifics DFDs, are observed in children who present different clinical entities such as associations, embryopathies, syndromes of known etiology, and others. The results of our analysis show a greater concurrence of the selected DFDs in associations than in other MCA patterns, and support the concept of Lubinsky [1985: Am J Med Genet 21:35-38; 1986] and Opitz [1992].
卢宾斯基[1986年:《美国医学遗传学杂志》2:9 - 16]将关联定义为作用于发育场的因果非特异性破坏事件的衍生物。奥皮茨[1992年:第二届胎儿遗传病理学国际研讨会]认为发育场是个体发育和进化的基本生物学单位,并指出关联代表了胚胎发生过程中多种先天性异常的特发性发生。这些概念意味着关联所代表的发育场缺陷(DFD)的数量比其他多种异常模式更多。在西班牙先天性畸形协作研究(ECEMC)中开发的针对患有多种先天性异常儿童的编码系统,允许将DFD作为形态发生单位进行分析。因此,我们可以研究它们在任何类型的多种先天性异常模式中的存在情况,无论其病因如何。在此我们展示对一组选定的胚胎发生起源的DFD的分析。具体而言,我们研究了通常包含在那些特定DFD中的缺陷组,在呈现不同临床实体(如关联、胚胎病、已知病因的综合征等)的儿童中是如何被观察到的。我们的分析结果显示,与其他多种先天性异常模式相比,选定的DFD在关联中出现的频率更高,这支持了卢宾斯基[1985年:《美国医学遗传学杂志》21:35 - 38;1986年]和奥皮茨[1992年]的概念。