【摘 要】
：
国家领导人习近平题词:全国人民应该注重骨髓!温家宝总理说:干细胞的研究促进了再生医学的发展,它是继药物治疗和手术治疗后的一场医疗革命!干细胞是国家863计划重大生物工程
论文部分内容阅读
国家领导人习近平题词:全国人民应该注重骨髓!温家宝总理说:干细胞的研究促进了再生医学的发展,它是继药物治疗和手术治疗后的一场医疗革命!干细胞是国家863计划重大生物工程项目!由此可见,补骨髓不仅关乎百姓的身体健康,也受到国家领导人的非常重视。如今,全民补骨髓已大势所趋。那么,骨髓对人体究竟有何作用怎样才能补骨髓呢?
National leader Xi Jinping inscription: The people should pay attention to bone marrow! Premier Wen Jiabao said: Stem cell research has promoted the development of regenerative medicine, it is following the medical treatment and surgical treatment of a medical revolution! Stem cells is a national 863 major bioengineering project It can be seen that bone marrow is not only related to people’s health, but also by the state leaders attach great importance. Today, the universal complement bone marrow has the general trend. So, what is the role of bone marrow on the human body how to make bone marrow it?
其他文献
We discuss two different schemes for the probabilistic preparation of N-particle cat states using pure multiparticle entangled states via entanglement swapping
A (3+1)-dimensional integrable model constructed by conformal invariants is proven to be integrable. The solitary wave solution of the model is obtained by a si
We propose a general method to prove the uniqueness of the inversion problems described by first-kind integral equations. The method depends on the analytical p
By defining Bogoliubov transform as a function of parameters, the integrability of the Bogoliubov transform in parameter space is investigated. It is shown that
We have obtained two types of two-dimensional similarity reductions for the (2 +1)-dimensional Klein-Gordon system using the standard classical Lie group approa
据日本共同社报道,日本山梨大学教授平冈贤三发现了一种特殊的化学反应,随着温度的降低反应速度会加快.这一现象打破了迄今为止的“温度越高化学反应越快”的科学常识.
Starting from the standard truncated Painlevé expansion and a variable separation approach, a general variable separation solution of the breaking soliton syst
我们通常而言的科普,即科学技术的普及,主要指的是科学技术知识的传播,科学精神的弘扬,科学方法、技能的普及和科学思想的启迪等.如果从大教育的观念来看,科普的方式可分为学
We study in detail a method to find the generalized nonlinear diffusion equations, which can be solved by means of the variable separation approach. A complete
For a rotational relativistic Birkhoff system, the relation between the form invariance and the Lie symmetries are given under infinitesimal transformations of