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日本的全球安全发展问题探析
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作者 刘云 田正 《Contemporary International Relations》 2024年第2期56-78,共23页
Against the backdrop of the current international situation,which remains complex and fast-changing, Japan dances to America's tune, attempting to rebuild its industrial power featuring “strategic indispensabili... Against the backdrop of the current international situation,which remains complex and fast-changing, Japan dances to America's tune, attempting to rebuild its industrial power featuring “strategic indispensability,” establish resource power based on the independent and stable supply of strategic materials, and construct normative power to influence or even dominate the international economic order. Such an approach closely echoes the current three strategic preferences of Japan:re-emergence as a global power has been Japan's long-held political aspiration, conservatism defines the country's way of thinking, and liberalization and openness reflect realistic needs. Japan relies excessively on conservative thinking, overemphasizes “small security,” and stresses “strategic autonomy.” However, the greater importance it places on security, the less secure it will become. Similarly, decoupling and supply chain disruption will only retard the development of Japan, pushing the country into the trap of Braess' s Paradox. The rise of the East, the decline of the West, and the advent of the Asian century are historical trends.Japan cannot achieve secure development in isolation from Asia and the East, much less from China. 展开更多
关键词 industrial power JAPAN normative power resource power secure development
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Defending Inalienable Right:Response to Three Critical Propositions
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作者 赵树坤 余庆 CHANG Guohua 《The Journal of Human Rights》 2023年第2期422-443,共22页
To defend the explanatory power of the choice theory of rights,choice theorists have put forward the impossibility theorem,the proposition of moral priority,and the redundancy theory of rights to deny the existence of... To defend the explanatory power of the choice theory of rights,choice theorists have put forward the impossibility theorem,the proposition of moral priority,and the redundancy theory of rights to deny the existence of inalienable rights.However,the impossibility theorem confuses power and privilege and breaks through basic legal relations;the proposition of moral priority shifts from the importance of rights to the absoluteness of rights by refusing to recognize the“threshold”of rights;the redundancy theory of rights ignores the“severity increasing effect”of rights.Therefore,the accusation made by choice theorists is groundless. 展开更多
关键词 RIGHTS inalienable HOHFELD normative power
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A FIXED POINT APPROACH TO THE STABILITY OF A GENERAL MIXED ADDITIVE-CUBIC EQUATION ON BANACH MODULES
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作者 许天周 Rassias John Michael 许婉欣 《Acta Mathematica Scientia》 SCIE CSCD 2012年第3期866-892,共27页
Using a fixed-point method, we establish the generalized Hyers-Ulam stability of a general mixed additive-cubic equation: f(kx + y) + f(kx - y) = kf(x + y) + kf(x - y) + 2f(kx) - 2kf(x) in Banach mod... Using a fixed-point method, we establish the generalized Hyers-Ulam stability of a general mixed additive-cubic equation: f(kx + y) + f(kx - y) = kf(x + y) + kf(x - y) + 2f(kx) - 2kf(x) in Banach modules over a unital Banach algebra. 展开更多
关键词 Banach module stability additive function cubic function unital Banach algebra generalized metric space FIXED-POINT JMRassias (or JMR) mixed product-sum of powers of norms
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L^2 NORM INEQUALITY WITH POWER WEIGHTS FOR THE MAXIMAL RIESZ SPHERICAL MEANS
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作者 陆善镇 《Chinese Science Bulletin》 SCIE EI 1986年第16期1087-1091,共5页
We have pointed out in [1] that so far the L^2 norm inequalities with power weights for the Riesz means σ_R~δ(g)(x) of multiple Fourier integrals have been obtained only by Hirschman and J. L. Rubio de Francia respe... We have pointed out in [1] that so far the L^2 norm inequalities with power weights for the Riesz means σ_R~δ(g)(x) of multiple Fourier integrals have been obtained only by Hirschman and J. L. Rubio de Francia respectively: 展开更多
关键词 L^2 NORM INEQUALITY WITH power WEIGHTS FOR THE MAXIMAL RIESZ SPHERICAL MEANS
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