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创新:中小企业发展的灵魂
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作者 吴贵山 《佳木斯大学社会科学学报》 1999年第6期52-53,共2页
为迎接知识经济的挑战,尽快把中小企业塑造成合格的创新主体是当前中小企业改革和发展的重要课题。把改革创新与创造宽松的外部环境结合起来,使创新成为自觉的行为方式是解决阻碍中小企业跨世纪发展体制和机制问题的重要方法。
关键词 创新 企业 形为方式 主体
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The Ecological Crisis and the Principle of Relationality in African Philosophy
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作者 Mark Omorovie Ikeke 《Journal of Philosophy Study》 2015年第4期179-186,共8页
The way that humans think about the earth certainly affects the way that they relate and behave towards the earth and all its life forms. The various ideologies or worldviews that humanity has experienced such as dual... The way that humans think about the earth certainly affects the way that they relate and behave towards the earth and all its life forms. The various ideologies or worldviews that humanity has experienced such as dualism, capitalism, holism, animism, ubuntu, ukama, vital force, colonialism, and so forth are all different ways of thinking and relating to the earth. The paper argues that dualistic ways of thinking or viewpoints that radically separate the human as distinct from the earth are hostile to both human and earth flourishing. It further argues that the ecological crisis which has witnessed the destruction and pollution of the ecosystems and other devastations cannot be solved when humans continue to see the earth as an object for conquest and exploitation. Using a critical hermeneutics method, the paper affirms that the African principle of relationality can help in mitigating the environmental crisis. It finds and concludes that if this principle is radically practiced, a better environment will be created. 展开更多
关键词 ecology RELATIONALITY Afi'ican PHILOSOPHY UBUNTU vital force
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Breather-Type Periodic Soliton Solutions for (1+1)-Dimensional Sinh-Poisson Equation 被引量:2
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作者 许镇辉 陈翰林 鲜大权 《Communications in Theoretical Physics》 SCIE CAS CSCD 2012年第3期400-402,共3页
In this paper,by using bilinear form and extended homoclinic test approach,we obtain new breather-type periodic soliton solutions of the (1+1)-dimensional Sinh-Poisson equation.These results demonstrate that the nonli... In this paper,by using bilinear form and extended homoclinic test approach,we obtain new breather-type periodic soliton solutions of the (1+1)-dimensional Sinh-Poisson equation.These results demonstrate that the nonlinear evolution equation has rich dynamical behavior even if it is (1+1)-dimensional. 展开更多
关键词 Sinh-Poisson equation extended homoclinic test approach breather-type periodic soliton solution
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