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The Solution to Current Psychosocial problems and the “Unfulfilled Enlightenment” of Modernity in the New Era

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学术界 2019年第9期 208-216页

作者： Sun Shujing College of Marxism Henan University of Science and Technology

The transition period of Chinese society has spawned many psychosocial problems in China,which are characterized by high incidence,universality and growth. Compared with social and economic development,the devel-opment of social psychology has been relatively slow for a long time,which has led to the prevalence of psychosocial problems and the lack of modernity cultivation in China's modernization. Xi Jinping theory on socialism with Chi-nese characteristics(SCC) in the new era is a scientific plan for the all - round development and modernization of SCC,and it contains rich ideas of modernity. It is also the ideological inheritance and innovation of Marx's "full and free development of human beings",and the basic strategy of cultivating the modernity of the new era. Therefore,it is an important way to solve the current psychosocial problems in China through the Marxist theory and the "unfulfilled enlightenment" of the theory of the new era.

关键词： psychosocial problems modernity new era unfulfilled enlightenment

Market-based solutions:An appropriate approach to resolve environmental problems

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Chinese Journal of Population,Resources and Environment 2013年第1期11卷 87-91页

作者： Bei Zhang Lixia Committee Office of the Communist Party of China

It was the first time that the Intergovernmental Panel on Climate Change(IPCC),which was founded in 1988,regarded climate change as a significant international political problem(O'Brien and Williams 2007).Over the next decades,environmentalist and policy makers have been applying many efficient ways to solve various environmental problems and have gained achievements.With the support of successful cases,this paper will focus on the market-based solutions and discuss its advantages compared with the conventional approach.

关键词： market-based solutions environmental problems climate change

THE KANTOROVICH THEOREM FOR NONLINEAR COMPLEMENTARITY problems

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Chinese Science Bulletin 1992年第7期37卷 529-533页

作者：周叔子严钦容 Department of Applied Mathematics Hunan University Changsha 410082 PRC

Nonlinear complementarity problems (NCP) are a kind of important problem presenting in mathematical physics and economic management, whose numerical solution has recently been paid more attention to (see Refs. [1—5] and their references). Newton method and quasi-Newton methods are considerable approaches for solving NCP. There is a perfect semilocal convergence theory of the Newton method and quasi-Newton methods for solving the system of nonlinear equations.

关键词： nonlinear complementarity problems Newton method quasi-Newton method semilocal convergence.

Genetically modified foods:A critical review of their promise and problems

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Food Science and Human Wellness 2016年第3期5卷 116-123页

作者： Chen Zhang Robert Wohlhueter Han Zhang Department of Gene and Signaling Expression La Jolla Institute for Allergy and ImmunologyLa JollaCA 92037United States Department of Chemistry Georgia State UniversityAtlantaGA 30303United States Department of Microbiology and Immunology School of MedicineEmory UniversityAtlantaGA 30322United States

The term“genetic modified organisms(GMO)”has become a controversial topic as its benefits for both food producers and consumers are companied by potential biomedical risks and environmental side effects.Increasing concerns from the public about GMO,particularly in the form of genetic modified(GM)foods,are aimed at the short-and long-lasting health problems that may result from this advanced biotechnology.Complex studies are being carried out around the world independently to evaluate the advantages and disadvantages of GM foods.In this paper,we attempt to summarize up-to-date knowledge about the benefits and potential problems of GM food.We also introduce some recent technological developments in GM foods and their impact in the field.

关键词： modified problems critical

WAVELET ALGORITHM FOR INTEGRAL OPERATOR EQUATION AND ITS APPLICATIONS TO ELECTROMAGNETIC problems

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Journal of Electronics(China) 1995年第3期12卷 211-221页

作者：宋玉明方大纲 Millimeter Wave Technique Laboratory Nanjing University of Science & Technology Nanjing 210094Millimeter Wave Technique Laboratory Nanjing University of Science & Technology Nanjing 210094

A brief summary of the basic theory of wavelet is proposed. The properties of wavelet function are discussed. The possible applications of wavelet to electromagnetics are given. Examples show that the wavelet method i... 详细信息

关键词： Wavelet theory Wavelet transform Integral operator equation Electromagnetic problems

Self-esteem enhancement as a strategy for promoting the mental health and averting the occupational problems of nurses

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Frontiers of Nursing 2019年第1期6卷 59-65页

作者： Ling He Yu-Feng Ma Ke-Sen Zhang Ya-Xing Wang School of Nursing Tianjin University of Traditional Chinese Medicine Tianjin Nursing Association

In recent years, shortage of nurses, high turnover rate, low self-worth, and team instability have become increasingly serious. With the development of positive psychology, more and more nursing managers have begun to attach great importance to the mental health of nurses. Self-esteem, as one of the core indicators of individual mental health, has received extensive attention from researchers in different fields since its inception. This paper reviews and summarizes the research status and development trends of nurses' selfesteem considering the aspects of self-esteem as a concept, assessment tools, significance, and intervention methods. At the same time, it also puts forward problems that need to be solved by undertaking research into nurses' self-esteem, in order to provide a reference for further studies on nurses' self-esteem.

关键词： nurses self-esteem mental health occupational problems review

Amyotrophic lateral sclerosis,a neurodegenerative motor neuron disease with retinal involvement

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Neural Regeneration Research 2022年第5期17卷 1011-1012页

作者： Ana I.Ramírez Rosa de Hoz Pilar Rojas Juan J.Salazar Instituto de Investigaciones Oftalmológicas Ramón Castroviejo.Universidad Complutense de Madrid MadridSpain Facultad deÓptica y Optometría.Departamento de Inmunología Oftalmología y ORL.Universidad Complutense de MadridMadridSpain Hospital General Universitario Gregorio Marañón Instituto Oftálmico de MadridMadridSpain

Amyotrophic lateral sclerosis(ALS)is a neurodegenerative disease that damages the motor neurons,the spinal cord,the cerebellum,and some areas of the brain.However,more recent studies show that it can also affect the visual system,for example,through oculomotor and visual p at hways.ALS patients do not usually complain of visual problems.

关键词： visual problems involvement

New progress and problems of Quaternary moraine dating in the Tibetan Plateau

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Research in Cold and Arid Regions 2014年第3期6卷 183-189页

作者： BenXing Zheng YongPing Shen KeQin Jiao XiuFeng Yin Cold and Arid Regions Environmental and Engineering Research Institute Chinese Academy of Sciences

Since the 20th century, numerous Quaternary moraine dating methods have emerged, including lichenometric, moraine 14C, quartz sand thermoluminescence （TL）, electron spin resonance （ESR）, optically stimulated luminescence （OSL） and 10Be, 26A1, 36C1, 3H, 21Ne nuclide dating methods. These dating methods are widely applied to determine moraine ages and have provided a large dataset. Unfortunately each method has its defects. In this paper, we will review these various dating methods and provide some comments.

关键词： Quaternary moraine dating new progress problems Tibetan Plateau

AN ANALYSIS OF SPLITTING EXTRAPOLATION FOR MULTIDIMENSIONAL problems

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Systems Science and Mathematical Sciences 1990年第3期3卷 261-272页

作者：吕涛石济民林振宝 Instute of Mathematical Sciences Academia Sinica ChengduChina Department of Mathematical Studies Hong Kong PolytechnicHong Kong

The splitting extrapolation is an important technique for solving multidimensionalproblems.In the case that error uh-u has an asymptotic expansion of form Σcαh2α,whereα=（α1,…,αs） and hα=h1α1,…hsαs,the method gives an approximation involving less computerstorage and less computational work in comparison with the classical Richardson extrapolation.In this paper we present a recurrence rule of the splitting extrapolation and discuss itsapplications in the fields of multiple integrals,multidimensional integral equations,partialdifferential equations and singular perturbation problems.

关键词： Splitting extrapolation asymptoticexpansion recurrence algorithm multidimensional problems