如何防治果树球坚蚧和桑白蚧？

球坚蚧又称桃球坚蚧，俗称“杏虱子”，通常指的是寄生于桃、杏、梅、李等核果类果树的朝鲜球坚蚧，和寄生于苹果树、梨树等仁果类果树的日本球坚蚧两种。这两种球坚蚧每年均发生一代，以二龄若虫在枝条上越冬。     

Poincaré-Chetaev方程的守恒定理及其逆定理

提出动力学系统守恒定律构成的一般途径.根据微分方程积分因子的定义研究守恒量存在的必要条件.建立了Poincare-Chetaev方程的守恒定理及其逆定理,并举例说明结果的应用.     

暗夜舞者

一个偶然的机会,把我带进了这些微小鳞翅目昆虫的世界     

IMPLICITIZATION OF PARTIAL DIFFERENTIAL RATIONAL PARAMETRIC EQUATIONS

In this paper, we propose algorithms for the following problems in the implicitization of a set of partial differential rational parametric equations P. （1）To find a characteristic set for the implicit prime ideal of P; （2） To find a canonical representation for the image of P; （3）To decide whether the parameters of P are independent, and if not, to re-parameterize P so that the new parametric equations have independent parameters; （4） To compute the inversion maps of P, and as a consequence, to decide whether P is proper.     

一类级数不等式及其积分形式

利用凸函数和定积分的定义，建立一类级数不等式和积分不等式。     

CeO2/Si薄膜的紫/蓝光跃迁

利用双离子束外延技术制备了CeO2/Si薄膜, 观察到了CeO2室温蓝光发光以及低温紫光致发光(PL)现象. 利用XRD和XPS对薄膜结构及价态进行分析后表明, CeO2的发光机制是由于电子的Ce4f→O2p跃迁和缺陷能级→O2p能级跃迁共同作用的结果, 并且这些缺陷能级位于Ce4f能级上下1 eV的范围内.     

一类非自治变时滞Logistic方程的全局吸引性

主要研究一类可变时滞非自治Logistic方程的全局吸引性,通过分别研究非振动解和振动解的性质并使用一定的分析技巧结合不等式的方法,得到了方程的正平衡态为全局吸引子的新的充分条件,这些条件便于验证.所得到的结果推广并改进了相关文献中的一些结果,也完善并补充了非自治变时滞Logistic方程的全局吸引性问题的研究工作.     

Abrupt climate change：Debate or action

Global abrupt climate changes have been documented by various climate records, including ice cores, ocean sediment cores, lake sediment cores, cave deposits, loess deposits and pollen records. The climate system prefers to be in one of two stable states, i.e. interstadial or stadial conditions, but not in between. The transition between two states has an abrupt character. Abrupt climate changes are, in general, synchronous in the northern hemisphere and tropical regions. The timescale for abrupt climate changes can be as short as a decade. As the impacts may be potentially serious, we need to take actions such as reducing CO2 emissions to the atmosphere.