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- In an infinite dimensional space there always exist two subspaces whose vector sum is different from their span. 在一无限空间中恒存在两个子空间,其矢量和与其张成空间不同。
- Are Infinite Dimensional Spheres Invertible? 无限维球面可逆吗?
- The Convergence of a Class of Method to Compute out the Approximate Solutions of Infinite Dimensional LQ OptimalRegulator Problems P. 复旦大学最优调节器问题之解的方法的收敛性。
- In this paper, the necessary and sufficient conditions of controllability on a infinite dimensional semilinear system are given. 本文给出无穷维半线性系统能控的充分必要条件及其应用。
- Curtain Ruth F, Pritchard A J. Infinite Dimensional Linear Systems Theory. Springer-Verlag Berlin Heidelberg1978 Printed in Germany. 夏道行,吴卓人,严绍宗,舒五昌.实变函数论与泛函分析(下册).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. 利用无穷维李代数方法得到了相互作用sl玻色子体系在U( 2l+ 1 ) O( 2l+ 2 )过渡区的能谱和波函数的严格解 .
- 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,本文从一个新的视角证明泛包络代数作为无穷维李代数生成一个标准无穷维李群的子李群,从而保证了泛包络代数的可扩张性;
- 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. 这些结果不仅扩大了解析能控性所适用的区域,更重要的是可以用于更一般的具有无穷维控制李代数的量子力学控制系统。
- 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. 矢量量化器的压缩性能随维数的增大而提高,但复杂度亦随维数的增大呈指数增大,限制了大维数矢量的使用。
- In an infinite dimensional space there always exist two subspaces whose vector sum is different from their span 在一无限空间中恒存在两个子空间,其矢量和与其张成空间不同。
- Infinite dimensional Hamiltonian operators 无穷维Hamilton算子
- infinite dimensional Hamiltonian operator 无穷维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. 线性代数是代数学的一个分支,它以矩阵理论为中心,以与矩阵结合的有限维向量空间即线性空间和线性变换的理论为对象的一门科学。
- infinite dimensional probability distirbution 无限维概率分布
- infinite dimensional probability distribution 无限维概率分布
- infinite dimensional linear systems theory 无限维线性系统理论
- infinite dimensional Fréchet space 无穷维Fréchet空间
- infinite dimensional Hamihonian operators 无穷维Hamilton算子
- The APR-Titling Procedure and the Dimension Vector APR-倾斜过程与维数向量
- infinite dimensional Hamiltonian system 无穷维哈密尔顿系统
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