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- In an infinite dimensional space there always exist two subspaces whose vector sum is different from their span. 在一無(wú)限空間中恒存在兩個(gè)子空間，其矢量和與其張成空間不同。
- Are Infinite Dimensional Spheres Invertible? 無(wú)限維球面可逆嗎？
- The Convergence of a Class of Method to Compute out the Approximate Solutions of Infinite Dimensional LQ OptimalRegulator Problems P. 復旦大學(xué)最優(yōu)調節器問(wèn)題之解的方法的收斂性。
- In this paper, the necessary and sufficient conditions of controllability on a infinite dimensional semilinear system are given. 本文給出無(wú)窮維半線(xiàn)性系統能控的充分必要條件及其應用。
- Curtain Ruth F, Pritchard A J. Infinite Dimensional Linear Systems Theory. Springer-Verlag Berlin Heidelberg1978 Printed in Germany. 夏道行，吳卓人，嚴紹宗，舒五昌．實(shí)變函數論與泛函分析(下冊)．北京：人民教育出版社，1980
- Exact eigen-energies and the corresponding wavefunctions of the interacting sl-boson system in U(2l+1) transitional region are obtained by using an algebraic Bethe ansatz with the infinite dimensional Lie algebraic technique. 利用無(wú)窮維李代數方法得到了相互作用sl玻色子體系在U( 2l+ 1 ) O( 2l+ 2 )過(guò)渡區的能譜和波函數的嚴格解 .
- First, it is shown from a new viewpoint that the universal enveloping algebra generates a Lie subgroup of a known classical infinite dimensional Lie group, therefore the enlargability is ensured. 首先,本文從一個(gè)新的視角證明泛包絡(luò )代數作為無(wú)窮維李代數生成一個(gè)標準無(wú)窮維李群的子李群,從而保證了泛包絡(luò )代數的可擴張性;
- These results enlarge the domain of analytic controllability, and more essentially, they are applicable to more general quantum mechanical systems with infinite dimensional control Lie algebras. 這些結果不僅擴大了解析能控性所適用的區域,更重要的是可以用于更一般的具有無(wú)窮維控制李代數的量子力學(xué)控制系統。
- Performance of vector quantizer improves as increase of dimension of vector，but its complexity increases in exponent too，which prohibit use of larger dimension vector. 矢量量化器的壓縮性能隨維數的增大而提高，但復雜度亦隨維數的增大呈指數增大，限制了大維數矢量的使用。
- In an infinite dimensional space there always exist two subspaces whose vector sum is different from their span 在一無(wú)限空間中恒存在兩個(gè)子空間，其矢量和與其張成空間不同。
- Infinite dimensional Hamiltonian operators 無(wú)窮維Hamilton算子
- infinite dimensional Hamiltonian operator 無(wú)窮維Hamilton算子
- The linear algebra as a branch of mathematics is the science , which takes matrix theories as center and limited dimension vector space combining with matrix ,namely the theories of the linear space and linear transformation, as the object. 線(xiàn)性代數是代數學(xué)的一個(gè)分支，它以矩陣理論為中心，以與矩陣結合的有限維向量空間即線(xiàn)性空間和線(xiàn)性變換的理論為對象的一門(mén)科學(xué)。
- infinite dimensional probability distirbution 無(wú)限維概率分布
- infinite dimensional probability distribution 無(wú)限維概率分布
- infinite dimensional linear systems theory 無(wú)限維線(xiàn)性系統理論
- infinite dimensional Fréchet space 無(wú)窮維Fréchet空間
- infinite dimensional Hamihonian operators 無(wú)窮維Hamilton算子
- The APR-Titling Procedure and the Dimension Vector APR-傾斜過(guò)程與維數向量
- infinite dimensional Hamiltonian system 無(wú)窮維哈密爾頓系統
