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 复杂性
 complexity
 Studies on the Methodology of Complexity Sciences 复杂性科学的方法论研究 短句来源 Rediscussing on the Complexity of Motion 再论运动复杂性 短句来源 The Some Philosophical Problems in the Research of "Complexity “复杂性”研究的若干哲学问题 短句来源 Philosophical Study in Complexity 哲学也应当探索复杂性 短句来源 From Determinism Thinking to the Transition of Complexity Thinking 从决定论思维到复杂性思维的过渡 短句来源 更多
 the complexity
 Rediscussing on the Complexity of Motion 再论运动复杂性 短句来源 Towards the Complexity:Foucault's Post-modern views of Knowledge 面向复杂性:福柯的后现代知识观 短句来源 Decoding the Complexity of Scientific Development Outlook 从复杂性看科学发展观 短句来源 Seeing the Harmonious Society And Its Evaluation Criterion Through the Complexity Thought 从复杂性思维看和谐社会及其评价尺度 短句来源 The Complexity of the Law and Law Error 规律的复杂性与规律误差 短句来源 更多
 complex
 Thoughts on the Complex Relationship between Theory and Practice 理论与实践关系的复杂性思考——兼评惟实践主义倾向 短句来源 Originality is its high form. Higher levels of creative thinking are more complex,difficult,innovative and valuable than Cower levels of creative thinking. 在创造性思维对象的未知性和难度、创造性思维过程的复杂性和艰巨性、创造性思维内容的新颖性和价值性上，高一级创造性思维形式要大于和高于低一级的创造性思维形式。 短句来源 Returning to the Events——Views of Law from the Perspective of Complex Theory 回到事件本身——复杂性理论视域中的规律观 短句来源 Creative Thinking and Complex Exploring 创造性思维与复杂性探索 短句来源 Complexity problem as well as the problem of complexity philosophy itself is a complex problem with many aspects and difficult to be grasped. 复杂性及其哲学问题本身就是个包含众多层面，难以清晰把握的复杂问题。 短句来源 更多
 complexity
 Studies on the Methodology of Complexity Sciences 复杂性科学的方法论研究 短句来源 Rediscussing on the Complexity of Motion 再论运动复杂性 短句来源 The Some Philosophical Problems in the Research of "Complexity “复杂性”研究的若干哲学问题 短句来源 Philosophical Study in Complexity 哲学也应当探索复杂性 短句来源 From Determinism Thinking to the Transition of Complexity Thinking 从决定论思维到复杂性思维的过渡 短句来源 更多

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 complexity
 An infinitesimal characterization of the complexity of homogeneous spaces A characterization of the complexity of a homogeneous space of a reductive groupG is given in terms of the mutual position of the tangent Lie algebra of the stabilizer of a generic point of and the (-1)-eigenspace of a Weyl involution of. In particular, we prove an integral formula for the degree of an ample divisor on a variety of complexity 1, and apply this formula to computing the degree of a closed 3-dimensional orbit in any SL2-module. Complexity of Homogeneous Spaces and Growth of Multiplicities The complexity of a homogeneous space G/H under a reductive group G is by definition the codimension of general orbits in G/H of a Borel subgroup B\subseteq G. 更多
 the complexity
 An infinitesimal characterization of the complexity of homogeneous spaces A characterization of the complexity of a homogeneous space of a reductive groupG is given in terms of the mutual position of the tangent Lie algebra of the stabilizer of a generic point of and the (-1)-eigenspace of a Weyl involution of. The complexity of a homogeneous space G/H under a reductive group G is by definition the codimension of general orbits in G/H of a Borel subgroup B\subseteq G. The backstepping procedure is employed to overcome the complexity in the design. The complexity of document layouts greatly hinders layout analysis-based approaches. 更多
 complex
 We study reductive group actions on complex affine quadrics. Presentations for crystallographic complex reflection groups We find presentations for the irreducible crystallographic complex reflection groupsW whose linear part is not the complexification of a real reflection group. The presentations are given in the form of graphs resembling Dynkin diagrams and very similar to the presentations for finite complex reflection groups given in [2]. Invariant analytic domains in complex semisimple groups 更多
 complexity
 An infinitesimal characterization of the complexity of homogeneous spaces A characterization of the complexity of a homogeneous space of a reductive groupG is given in terms of the mutual position of the tangent Lie algebra of the stabilizer of a generic point of and the (-1)-eigenspace of a Weyl involution of. In particular, we prove an integral formula for the degree of an ample divisor on a variety of complexity 1, and apply this formula to computing the degree of a closed 3-dimensional orbit in any SL2-module. Complexity of Homogeneous Spaces and Growth of Multiplicities The complexity of a homogeneous space G/H under a reductive group G is by definition the codimension of general orbits in G/H of a Borel subgroup B\subseteq G. 更多
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