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| 1 | On the Blaschke isoparametric hypersurfaces in the unit sphere with three distinct Blaschke eigenvalues显示文摘An immersed umbilic-free submanifold in the unit sphere is called Blaschke isoparametric if its Mbius form vanishes identically and all of its Blaschke eigenvalues are constant. In this paper,we give a complete classification for all Blaschke isoparametric hypersurfaces with three distinct Blaschke eigenvalues. | HU ZeJun LI XingXiao ZHAI ShuJie | 2011 | Science China Mathematics2011，54，10： | 6 |
| 2 | The blow-up of the conformal mean curvature flow显示文摘In this paper, we introduce and study the conformal mean curvature flow of submanifolds of higher codimension in the Euclidean space R^n. This kind of flow is a special case of a general modified mean curvature flow which is of various origination. As the main result, we prove a blow-up theorem concluding that, under the conformal mean curvature flow in R^n, the maximum of the square norm of the second fundamental form of any compact submanifold tends to infinity in finite time. Furthermore, we also prove that the external conformal forced mean curvature flow of a compact submanifold in R^n with the same pinched condition as Andrews-Baker's will be convergent to a round point in finite time. | Xingxiao Li Di Zhang | 2020 | Science China Mathematics2020，63，4： | 1 |
| 3 | China-invented vaccines against vacdnepreventable diseases for Belt&Road countries显示文摘Vaccine is a principal and highly cost-effective medical method on controlling infectious diseases and improving population health.Various vaccines are eagerly needed in the low-income countries along the Belt&Road.With the good quality to reach WHO prequalification standard,and the abundant capacity to fulfill the demand from market abroad,upon the platform of China-proposed'the Belt&Road Initiative',the vaccines manufactured in China are exporting to countries worldwide.The independent innovative vaccines'R&D system,which fruited a series of innovative infectious diseases vaccines(EV71 vaccine,sIPV,HEV,Ebola vaccine,etc.)to be launched in Chinese market,indicates that China has developed rapidly from'a great vaccine-production country'to'a powerful vaccine-innovation country'.The implementation of National Innovation-driven Development Strategy would further push forward the developm ent and internationalization process of Chinese innovative vaccines.Therefore,the China-invented vaccines will make an important role in the prevention and control of infectious disease in various countries and become one of the most powerful weapons in fighting the global epidemic event in the future. | Li Shi Xingxiao Yin Ying Li Fei Shen Jingsi Yang | 2017 | Global Health Journal2017，1，3： | 1 |
| 4 | A laser flash photolysis study of amino acids and dipeptides using 4-nitroquinoline 1-oxide as a photosensitizer: The pH dependence显示文摘 | Zhenyu Sheng Qinhua Song Fan Gao Xiaoguo Zhou Jiang Li Jinghua Dai Haihong Sun Quanxin Li Shuqin Yu Xingxiao MA | 2000 | Research on Chemical Intermediates2000，，7： | 1 |
| 5 | Euclidean com-plete a relative extremal hypersurfaces显示文摘 | Xu Ruiwei Li Anming Li Xingxiao | 2009 | Journal ofSichuan University2009，46，： | 1 |
| 6 | Role of P-glycoprotein in the transport of tanshinone I, one active triterpenoid from Salvia miltiorrhiza 显示文摘 | Li Xingxiao Zhou Zhiwei Zhou Shufeng | 2008 | Drug Metab lett2008，2，3： | 1 |
| 7 | Explicit Representations of Mimmal Immersions of 2-Spheres into S^(2m) | Li Xingxiao (Department of Mathematics,Henan Normal University,Xinxiang 453002,China)Li Anmin (Department of Mathematics,Sichuan University,Chengdu 610064,China) | 1997 | Acta Mathematica Sinica,English Series1997，13，2： | 1 |
| 8 | A complete classification of Blaschke parallel submanifolds with vanishing Mbius form显示文摘The Blaschke tensor and the Mbius form are two of the fundamental invariants in the Mobius geometry of submanifolds;an umbilic-free immersed submanifold in real space forms is called Blaschke parallel if its Blaschke tensor is parallel.We prove a theorem which,together with the known classification result for Mobius isotropic submanifolds,successfully establishes a complete classification of the Blaschke parallel submanifolds in S^n with vanishing Mobius form.Before doing so,a broad class of new examples of general codimensions is explicitly constructed. | LI XingXiao SONG HongRu | 2017 | Science China Mathematics2017，60，7： | 1 |
| 9 | Some inequalities for submanifolds in locally conformal almost cosymplectic manifolds显示文摘 | LI Xingxiao HUANG Guangyue XU Jianlou | 2005 | Soochow Journal of Mathematics2005，31，3： | 1 |
| 10 | Design and experiment of double planet carrier planetary gear flower transplanting mechanism显示文摘At present,there is a lack of miniaturized and highly reliable plug seedling transplanting mechanism in flowerpots planting operation,in order to meet the needs of large displacement and high vertical uprightness for flower transplanting,the paper combined the transmission characteristics of the non-circular gear planetary gear train with the swing flexibility of the cam gear and proposed a double planet carrier planetary gear transplanting mechanism.The linkage of the mechanism performs variable speed rotation relative to the first planet carrier,the linkage serves as the second planet carrier,and the transplanting arm performs variable speed swing relative to the linkage.A mathematical model of a single planetary carrier mechanism was first established using the method of open linkage group solution domain synthesis,then established the kinematic equations of the second planet carrier and the transplanting arm.The two parts are combined to form the mathematical solution model of the proposed mechanism.The initial trajectory was planned according to the trajectory requirements of seedlings planting operation,the non-circular gear pitch curve in the first planet carrier was obtained and the length of the first planet carrier is 120 mm.Then using the key points’angular deviation between the initial trajectory and the improved trajectory to obtain the cam parameters which driving the transplant arm,consequently determined the length of the second planet carrier is 69.25 mm and the length of the transplant arm is 112.4 mm.Finally,the prototype of the mechanism was manufactured,and the test verified the correctness of the design method of the double planet carrier planetary gear flower potting transplanting mechanism.The transplanting success rate of this mechanism reached 94.43%,and the plug seedlings planted in flowerpots had high uprightness.This research can provide a reference for the automatic development of research on flower transplanting machines. | Xiong Zhao Hongwei Liao Xingxiao Ma Li Dai Gaohong Yu Jianneng Chen | 2021 | International Journal of Agricultural and Biological Engineering2021，14，2： | 0 |
| 11 | High-Resolution Imaging of Latent Fingerprints through Near-Infrared Organoboron AIEgens显示文摘A new class of near-infrared(NIR)fluorescent organoboron AIEgens was successfully developed for latent fingerprints(LFPs)imaging.They exhibit real-time and in situ high-resolution imaging performance at 1-3 levels of LFPs by spraying method.In addition,we systematically elucidate the fingerprint imaging mechanism of these AIEgens.Significantly,the excellent level 3 structural imaging capabilities enable the application of them for analyzing incomplete LFPs and identifying individuals in different scenarios. | Lijie Liu Jinjin Wang Xingxiao Wang Haoran Wang Mengzhen Li Tongyuan Wu Guangqin Gao Xin Zheng Guoxing Liu Liangxin Fan Wenbo Shen Guangxin Ru Zheng Zhao Ben Zhong Tang | 2023 | Chinese Journal of Chemistry2023，41，12： | 0 |
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