2) Metabolic disorder
代谢异常
1.
Progress in research on metabolic disorders in patients with PCOS;
多囊卵巢综合征代谢异常的研究进展
2.
Objective To observe the effect of Dengzhan Xixin injection on prevention and intervention of cardiovascular and cerebrovascular system disease of older people caused by metabolic disorder.
目的观察灯盏细辛注射液对代谢异常老年心脑血管事件及趋向预防干预的效果。
3) Metabolic abnormalities
代谢异常
1.
Objective To investigate the metabolic abnormalities of nondiabetic first-degree-relatives of subjects with type 2 diabetes mellitus (FDRs) and understand the heredity of dangerous factors of type 2 diabetes mellitus.
结论 2型糖尿病一级亲属易发生糖、脂类、嘌呤、胰岛素的代谢异常,这些异常是糖尿病(DM)发病的危险因素,可能与遗传因素有关。
2.
Objective To investigate the effects of valsartan of different doses on the cardio-kidney damages in patients with essential hypertension(EH) by metabolic abnormalities.
目的比较不同剂量缬沙坦,对伴代谢异常高血压病(EH)患者心肾损害的保护作用。
3.
It was also to determine whether status of hypertension is associated with metabolic abnormalities and moderate renal dysfunction (MRD).
研究目的明确中国农村40-75岁高血压人群高血压知晓率、治疗率、控制率及其影响因素，进一步明确高血压治疗、控制与代谢异常和中度肾功能不全的关系。
4) xenobiotics metabolism
异物代谢
5) abnormal metabolism
异常代谢
1.
This paper offers a brief introduction to magnetic distribution and absorption in human , its biological function, the related abnormal metabolism and its supply in food.
本文仅就镁在人体内的分布、吸收、生理功能、异常代谢及其食物来源等作一简要介绍。
6) Glycometabolism disorder
糖代谢异常
1.
Relationship of glycometabolism disorder and liver fibrosis indicatrix and hepatic function in liver cirrhosis;
肝硬化患者糖代谢异常与肝纤维化指标及肝功能的关系
2.
Objective :To analyze the relationship of hepatocirrhosis patients′ glycometabolism disorder and syndrome differentiating of TCM.
目的 :分析肝硬变患者糖代谢异常与中医辨证分型的关系。
3.
Objective To discussing the distribution behavior of an insertion/deletion(I/D) polymorphism of the angiotensin converting enzyme (ACE) gene in the elder essential hypertension patients with glycometabolism disorder.
目的 探讨ACE基因D/I多态性在老年高血压合并糖代谢异常人群中的分布特点。
补充资料：K理论中的差异元素
K理论中的差异元素
difference element in K- theory
K理论中的差异元家f击ffe代”茂d。帐川inK一价印叮;Pa3朋，a沁山“肠3月eMe“T .K一TeoP““] 群K(X，A)中的一个元素(这里(X，A)为一对空间，X通常假设为一有限胞腔空间(沈U川ar sPace)，A为X的胞腔子空间)，由一个三元组(古，叮，卯构造出来，其中心与泞是X上的同维数向量丛，乙:引，~川，为向量丛同构(这里司，是指x上的向量丛口限制在子空间A上的部分).差异元素的构成可按下述方式进行.先假定叮为平凡丛而且冲在X上已给定了一个平凡化.于是心给出了引，的一个平凡化，从而给出了群K(X/A)”K(X，A)的一个元素.这个元素与叮在整个X上平凡化的选择无关.对于一般情形，选择X上的向量丛。使得丛叮①‘为平凡的，并令三元素(亡，扮，幼对应于三元组(亡OJ，叮田口，乙田id『)所给出的元素.幻，E.P扣。撰
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条