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Secondly, it has drawn out the pointed YD-Lie algebras definition, in the category of Yetter-Drinfeld modules, let Z be a torsion-free abelian group, if we have a symmetric braiding c, for each G-graded algebra V over the G-graded space, a new Lie superalgebra with an operation _c satisfying an actions, then we can obtain a new Lie superalgebra, this paper to call it pointed YD-Lie algebra.

其次引出了点YD-代数,即:在Yetter-Drinfeld模范畴中,对任意的一个G-分次代数Z(G为无挠群V,引入对称辫子c后,在V内作_c运算,即可得到一种新的代数(本文称之为点YD-代数)。

In order to understand the degree of simulation produced by exercise loads subjected to li zhu-hong during sub highland training to his body, and to grasp sub highland training patterns, the authors tracked and tested conventional uric indexes and some biochemical indexes of li zhu-hong at different training load stages during sub highland training, and revealed the following findings: different exercise loads and intensities have no significant effect on the number of red blood cells; training with high exercise intensities can increase the levels of serum urea nitrogen and creatine kinase, and significantly increase the percentages of testosterone and cortisol, which recovered their normal levels after exercising; there is no significant change in specific gravity of urine, acetone body, nitrite and white blood cells before and after exercise loads; the levels of urine protein, occult blood, bilirubin and urine bladder essence increase after exercising.

马拉松运动员柱宏为了备战北京奥运会,在海拔1 750 m的兰州愉中亚高原进行了为期4周的针对性训练,为了解柱宏在亚高原训练中运动负荷对机体的刺激程度,掌握亚高原运动训练的规律,对柱宏在亚高原不同训练负荷阶段尿常规指标和部分生化指标进行了跟踪检测,结果发现:不同运动负荷和强度对红细胞数无显著影响,大运动量训练可使血清尿素氮和肌酸激酶水平升高,睾酮和皮质醇比例明显升高,运动后恢复正常;运动负荷前后尿比重、酮体、亚硝酸盐及白细胞无显著变化;运动后尿蛋白、隐血、胆红素、尿胆元水平上升。

In the fifth chapter,we study dipolarizations in some quadratic Lie algebras.Inthe first section,we obtain some results on the classification of dipolarizations in gen-eral quadratic Lie algebras,and prove that there exist dipolarizations in the solvablequadratic Lie algebras whose Cartan subalgebras consist of semisimple elements.

第五章讨论了某些二次代数的双极化,在第一节中,我们给出了二次代数的双极化的一些分类结果;特别证明Cartan子代数是由半单元组成的二次代数上存在双极化,第二节确定了四维扩张Heisenberg代数的所有双极化,在第三节中,我们构造了2n+2维扩张Heisenberg代数的六类双极化,我们发现两个不同于半单代数情形的有趣事实:(1)在扩张Heisenberg代数上同时存在对称和非对称双极化;(2)对应于扩张Heisenberg代数的双极化的特征元有的是半单的有的是幂零的。

The results indicated that the growth of 3-year-old Prunus salicina was significantly higher than that of the other species, such as 139.1% and 153.7% higher than Toona sinensis and Juglans regia in height growth, respectively. The maximum percentage of DBH more than 1.0 cm was 91.9% for P. salicina. Next were 49.5% and 48.8% for Ulmus pumila and Pteroceltis tatarinowii, respectively. The contents of total N, total P and total K ranged from 1.36% to 2.52% in the leaves of testing species. The highest content of total N and total P was found in the leaves of Catalpa bungei, while the highest content of total K was observed in P. saltcina leaves. The results indicated that P. salicina, P. tatarinowii, U. pumila had well adaptability on the Karst area both in the growth status and the improvement to the soil with the fallen leaf.

结果表明:(1)3年生冰脆的生长量明显优于其他树种,其高生长比香椿、核桃分别大139.1%和153.7%;植株胸径大于等于1.0 cm株数的百分比以冰脆最高达到91.9%,其次是榆树和青檀,分别是49.5%和48.8%;(2)8个树种落叶的全N、全P和全K的总含量变动为1.36%~2.52%,其中全N、全P含量以滇楸最高,全K含量以冰脆最大;(3)从各树种落叶前后各元素含量及其转移情况看,冰脆、青檀表现出对大部分营养元素具有较高的循环利用养分或保持养分的能力,而香椿及刺槐相对较弱。

The results were showed that a high genetic diversity was observed using these molecular markers. Fifty-four Japanese plum cultivars were classified five groups from the dendrogram. The majority of cultivars of northern areas in China were clustered together, and cultivars of southern areas in China were clustered together. Therefore, the Japanese plum cultivars in China could be classified two groups: northern cultivars group and southern cultivars group.

结果表明:中国品种间遗传相似系数较低,平均为0.451,从分子水平证明了我国中国品种的遗传多样性很高;将供试中国品种分为五类,其中第一类是原产我国北方地区的一些品种,第二是原产我国南方地区的一些品种;第三类是从国外引进的品种,并提出了将我国的中国品种分为北方品种群和南方品种群观点。

The plum-apricot germplasm resources were analyzed by RAPD markers. The results showed that plum-apricot was more close to the related species with low polymorphism. The clustering results were indicated that most plum-apricots were more close to Chinese plum with the similarity of morphological description, thus the female parent for plum-apricot was probably plum in the occurrence naturally. The result of S allele-specific PCR amplification showed that plum-apricot had only one band with the similarity with plum, thus evolution similarity of plum-apricot was more close to plum than apricot.

5对参试杏梅种质资源的RAPD分析表明,杏梅与其近缘种之间亲缘关系较近,多态性相对较少;聚类分析结果显示大部分的杏梅与中国的遗传距离较近,与形态学上的描述基本一致,因此杏梅种质资源在自然界中产生时,其母本可能为;同时S等位基因的扩增结果显示杏梅与的扩增条数一致,都为一条,因此推断杏梅与的进化趋同性可能较杏更近。

In the third chapter,We study some geometric properties and spectral propertiesof the Jacobi operator on a solvable extension G of Heisenberg groups H.In the firstsection,we give the definition of G and some fundamental geometric properties on G.Inthe second section,we discuss the Integrability of certain subbundles and the geometricstructure of the induced foliations in case of integrability.In the third section,we studythe spectral properties of the Jacobi operator of G.

可解群与类对称空间亦密切相关,Damcek-Ricci空间即是广义Heisenberg的一可解扩张群,在第三章中,我们构造且研究了Heisenberg群的一可解扩张群G的几何性质,第一节讨论了G的曲率,指数映射,整体坐标等基本几何性质;第二章研究了TG的某些子丛的可积性及可积时诱导叶片的几何结构;第三节给出了G的Jacobi算子的特征值和相应的特征子空间。

Stand in the dugout for 30 seconds and you'll hear the players and coaching staff toss around the numerical monikers as though the pair has been called that their entire lives.

只要站在球员休息区30秒,就会听到教练及球员在喊著一及二,好像居冠及振昌从小就被这样叫著长大似的。

After the torsion wave was discovered in 1978, three brothers of Li Tailai, Li Tailin, and Li Taifeng invented the torsion meter, fully called Li's simulating meter of the torsion wave-caused destruction, In torsion meter, the torsion waves' coming into being, transmission and all the quake-caused destruction cannot only be simulated, but almost all the process of quake-caused destruction can be predicted and simulated.

继1978年发现了扭波,泰来、泰临、泰丰三兄弟 2006年进而又发明了《扭仪》,全称是&氏地震扭波破坏模拟实验仪&,在《扭仪》上不仅能展现扭波的产生和传播,还可以模拟和预测地震破坏的全过程。

Part II of this paper studies the structure of symmetric self-dual Lie algebras.

假设代数g带有一个与Killing具有相同性质的型B,即具有双线性性,非退化性,对称性和不变性,由于这样的代数g的伴随表示与它的余伴随表示等价,我们称代数g为对称自对偶代数,称型B为它上的一个不变数积。

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