1) continuum of seed recalcitrance
顽拗性连续群
2) Continuum of recalcitrant seeds
顽拗性连续谱
3) recalcitrance
[英][ri'kælsitrəns] [美][rɪ'kælsɪtrəns]
顽拗性
1.
Biological characteristics of recalcitrant-type seeds and evolution of seed recalcitrance.;
顽拗型种子的生物学特性及种子顽拗性的进化
2.
Based on the relationship between recalcitrance and regeneration strategies, seed storage, dispersal, germination and seedling living, the ecological features and possible evolution modeos are also described in this paper.
本文综述了顽拗性种子的生理行为,分类及与生态因子的关系。
4) recalcitrant seed
顽拗性种子
1.
Cryopreservation of recalcitrant seed germplasm;
低温保存技术在顽拗性种子种质保存中的利用
2.
Recalcitrant seeds could acquire germinability during their median period of development, andcouldn t undergo maturation drying, and could continue to germinate after shedding.
产生顽拗性种子的植物通常生存在易于比较迅速形成幼苗的生境。
3.
Wampee( Clausena lansium ),a typical recalcitrant seed, was chosen as experimental material, and the protein synthesis in seed axes during development and under drying stress was labelled by 35 S Met.
以典型的顽拗性种子黄皮（Ｃｌａｕｓｅｎａｌａｎｓｉｕｍ）为实验材料，运用３５Ｓ－Ｍｅｔ标记黄皮种子发育期间和脱水胁迫时合成的蛋白质。
5) Seed recalcitrance
种子顽拗性
6) recalcitrant seeds
顽拗性种子
1.
This paper summarizes the principles, means and affecting factors of cryopreservation of recalcitrant seeds, and affirms that cryopreservation is the best means for long-term preservation.
探讨了超低温保存的基本原理、方法和影响因素等 ,肯定了超低温是一种长期保存顽拗性种子的最佳手段。
2.
The ecology of recalcitrant seeds is a constitutive content of reproduction ecology, as recalcitrant seeds are the special group of seeds.
本文综述了顽拗性种子的生理行为,分类及与生态因子的关系。
3.
The activity of reactive oxygen scavenging enzymes, membrane lipid peroxidation and electrolyte leakage in embryos of wampee seeds during desiccation were measured in order to investigate the physiology of desiccation sensitivity in recalcitrant seeds.
以上结果表明 :顽拗性种子黄皮的脱水敏感性与活性氧清除酶相对活性变化有关。
补充资料：连续群
连续群
continuous group
连续群[“扣柱皿.哈gn.p:耻npep硒”a，rpy皿a] 空间R”或C”上一些光滑或解析变换构成的群，这些变换光滑地或解析地依赖于一些参数.在Lie群理论的基础工作(S .Lie，H.Poinca记，E.Cartan，H.we贝和其他人)中考虑的就是这种连续群.当所依赖的参数只有有限多个时，连续群称为有限的，它对应的近代概念为有限维Ue群(Lie grouP).当参数表现为函数时，就称之为无限连续群，它对应的近代概念为变换伪群(pseud。一『。uP).当前(1 988)“连续群”这个术语常指拓扑群(t opological grouP)([21).
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