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POWERS: 作品数：209被引量：61H指数：3; 导出分析报告; 相关领域：政治法律更多>>; 相关作者：唐明述许仲梓卞树檀魏选平俞希楠更多>>; 相关机构：复旦大学山东大学华中师范大学首都师范大学更多>>; 相关期刊：更多>>; 相关基金：国家自然科学基金中国博士后科学基金国家社会科学基金江西省教育厅青年科学基金更多>>

Old Myth, New Legend DeepSeek AI showcases Chinese innovation and empowers the Global South: 《ChinAfrica》2025年第3期58-59,共2页; The release of a new artificial intelligence(AI)model,ironically,evokes a biblical memory.What has transpired in the past few days echoes the story of David versus Goliath,in which the massive and well-armed Goliath i...; 关键词：MASSIVE POWERS artificial

Defense Awakening: 《Beijing Review》2025年第13期32-33,共2页Zhao Wei; The EU embarks on an unprecedented plan to reshape its security future,On March 7,the European Union(EU)approved an unprecedented 800-billion-euro($840 billion)ReArm Europe initiative at a special summit in Brussels,B...; 关键词：establishing AUTONOMOUS POWERS

AI empowers exploration of protein universe: 《Science China(Life Sciences)》2025年第2期588-589,共2页Wuke Wang Xingxu Huang; supported by the National Key R&D Program of China(2021YFA0804702)。; Deaminases which perform the function of converting cytosine to thymine are ubiquitous in nature with over 120,000 known variants,each exhibiting significant differences.However,gene editing technologies have remarkab...; 关键词：FUNCTIONS POWERS ALIGNMENT

VERBATIM: 《China Weekly》2025年第2期9-9,共1页; “It is a natural tendency for institutions to expand their powers and shift responsibility upward,downward or laterally.If local govemments'powers are unbounded,maintaining fiscal discipline and addressing both expli...; 关键词：POWERS DOWNWARD UNBOUNDED

The 2024 Global Security Dynamics: Rising Risks of Instability and Growing Demand for Governance: 《Contemporary World》2025年第1期19-23,共5页Tang Yongsheng; In 2024, as the world underwent profound political changes, global security faced increasing instabilities and uncertainties. Traditional and non-traditional security threats interacted and overlapped, and the risk of...; 关键词：global security major powers competition uncertainties strategic trust traditional security threats INSTABILITIES non traditional security threats

A class of quasilinear equations with-1 powers: 《中国科学院大学学报(中英文)》2025年第1期13-19,共7页ZHANG Heng SUN Yijing; Supported by National Science Foundation of China(11971027,12171497)。; This paper deals with quasilinear elliptic equations of singular growth like-Δu-uΔ(u^(2))=a(x)u^(-1).We establish the existence of positive solutions for general a(x)∈L^(p)(Ω),p>2,whereΩis a bounded domain inℝ^(N...; 关键词：quasilinear singular equation -1 power elliptic equation

OLD MYTH,NEW LEGEND DeepSeek’s AI model,rivaling ChatGPT at lower cost and speed,highlights Chinese innovation and empowers the Global South: 《China Report ASEAN》2025年第2期78-78,共1页Hassan Arshad Chattha; The release of a new artificial intelligence(AI)model,ironically,evokes a biblical memory.What has transpired in the past few days echoes the biblical story of David versus Goliath,in which the massive and wellarmed G...; 关键词：cost MASSIVE POWERS

Global Development Initiative(GDI) Empowers the UN 2030 Agenda for Sustainable Development: 《Contemporary World》2024年第6期23-26,共4页Zhang Guihong; In September 2021,Chinese President Xi Jinping attended the General Debate of the 76th Session of the United Nations General Assembly via video link and proposed the Global Development Initiative (GDI) for the first t...; 关键词：SUSTAINABLE GDI POWERS

Universal Scaling Laws in Quantum-Probabilistic Machine Learning by Tensor Network: Toward Interpreting Representation and Generalization Powers: 《Chinese Physics Letters》2024年第12期35-45,共11页Sheng-Chen Bai Shi-Ju Ran; supported in part by the Beijing Natural Science Foundation (Grant No. 1232025);the Ministry of Education Key Laboratory of Quantum Physics and Photonic Quantum Information (Grant No. ZYGX2024K020);Academy for Multidisciplinary Studies, Capital Normal University.; The interpretation of representations and generalization powers has been a long-standing challenge in the fields of machine learning(ML)and artificial intelligence.This study contributes to understanding the emergence...; 关键词：QUANTUM GENERALIZATION SCALING

Degree Powers of Minimally k-(edge)-connected Graphs: 《数学进展》2024年第6期1173-1180,共8页MENG Canjun ZHANG Liwen; Supported by NSFC(No.12011530064);Natural Science Foundation of Shanghai(No.22ZR1416300)。; Let G be a graph on n vertices whose degree sequence is d_(1)≥…≥d_(n).For a positive integer p,the degree power of G is defined by e_p(G)=∑_(i=1)^(n) d_(i)^(p).In this paper,by majorization,we prove that for a min...; 关键词：degree power majorization minimally k-connected graph

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