gch

Research to the Control System of Investment Risk of GCH Company

GCH公司投资风险控制体系的研究

Dimensional and Isomorphic Theorems for Hilbert Space under GCH

在GCH之下Hilbert空间的维数与同构

The instrument GCH & 86 is designed for deploying engineering earthquake exploration . Research and Exploration of Education Reformation about Engineering Earthquake and Prospecting Specialty

GCH-86型浅层模拟光点记录地震仪，是为开展工程地震勘探工作而研制的.工程地震与工程勘察专业教改的研究与探索

Topological Isomorphism of Banach Spaces under GCH

在GCH之下Banach空间的拓扑同构

Conclusion AAV-mediated striatal transgene expression of TH , AADC and GCH is more effective for gene therapy on Parkinsonian rat .

结论AAV载体介导的TH、AADC和GCH三重基因纹状体内共表达对于帕金森病大鼠的基因治疗更为有效。

Prognosis of Breast Carcinoma Related to the Interaction of Germinal Center Hyperplasia ( GCH ) and Sinus Histiocytosis ( SH ) in the Regional Lymph Nodes

乳癌区域淋巴结窦组织细胞和生发中心增生与预后的关系

OBJECTIVE : To analyze the relationship between Chinese DRD onset and gene mutation of guanosine triphosphate cyclohydrolase 1 ( GCH 1 ) .

目的：分析国人DRD患者发病与三磷酸鸟苷环化水解酶1（GCH-1）基因突变的关系。

Conclusion The triple transduction of TH , AADC and GCH genes with separate AAV vectors is effective , which might be important to gene therapy for Parkinson 's disease .

结论使用AAV载体进行TH、AADC、GCH三重基因共转导是有效的，这对帕金森病基因治疗的研究具有重要意义。

METHODS : Venous blood ( 2 mL ) was drawn and genomic DNA was extracted by standard technique . GCH 1 genes were amplified by PCR , and reaction products were directly sequenced by DNA sequencer .

方法：经静脉采血2mL，常规提取基因组DNA，以PCR扩增GCH-1基因，反应产物用自动DNA测序仪直接测序。

Objective The purpose of this paper is to review the clinical presentations , the features of the radiology , and the results of different treatment method to research the diagnosis and treatment for middle fossa giant cavernous hemangioma ( GCH ) .

目的通过回顾临床表现和影像学的特征及不同治疗方法的结果，探讨中颅凹底巨大海绵状血管瘤（GCH）的治疗方法。

It is shown in the first part of theorem 2 , or the main results , that under GCH the Hilbert spaces over the same number field will be isomorphic if they have the same cardinal number α ( α is a limit ordinal number ) .

其中定理2之1°是主要结果，它表明：在GCH之下，如果同数域上的Hilbert空间的Hamel维数同为a（a为极限序数）则同构。