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     Using the concept to determine approximate solution in low order differe- ntial space,we put forward a new method for weighted residual-the mixed method of variadle-rate collocation line.
     本文利用在低阶微分空间中求近似解的概念,提出了一种加权残数的新方法——变率配线混合法
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     SPACE
     空间
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     The Solutions of Differential Inclusions in Banach Spaces
     Banach空间微分包含的解
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     Differential coefficient of internal force of spatial rigid frame pole
     空间刚架杆内力的微分关系
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     Notes on Generalized Q Spaces
     推广的Q空间
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     The Pattern of Differential
     微分模式
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  differential space
A new differential space-time code, called differential space-time block-diagonal code (DSTBDC), is proposed for multiple-input multiple-output (MIMO) wireless communication systems.
      
In flat fading channels, DSTBDC outperforms traditional differential space-time codes if the data rate is higher than 1 bps/Hz, especially when the number of transmit antennas is large.
      
Based on the Complex Orthogonal Linear Dispersion (COLD) code, a novel linear Differential Space-Time Modulation (DSTM) design is proposed in this paper.
      
LDPC based time-frequency double differential space-time coding for multi-antenna OFDM systems
      
Differential space-time coding was proposed recently in the literature for multi-antenna systems, where neither the transmitter nor the receiver knows the fading coefficients.
      
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In this paper, we generalize the theories of differential operators, differetial spaces and homology spaces on a linear space and apply them to the ring modulus and tensor product of ring modulus. A generalization for kunneth theorem on a differential space over a division ring is obtained: Let k∈CR, R, S∈. be divisible, and M∈D_R, N∈D_s, M(×)N∈D_(R(×)S) ·Then R(×)S maps φ∈L (H(M), H(N); H(M(×)N)), so that (H(M (×)N),φ) is the tensor Product of H(M) and H(N), i.e H(M(×)N)=H(M)(×)H(N). The Main result in the...

In this paper, we generalize the theories of differential operators, differetial spaces and homology spaces on a linear space and apply them to the ring modulus and tensor product of ring modulus. A generalization for kunneth theorem on a differential space over a division ring is obtained: Let k∈CR, R, S∈. be divisible, and M∈D_R, N∈D_s, M(×)N∈D_(R(×)S) ·Then R(×)S maps φ∈L (H(M), H(N); H(M(×)N)), so that (H(M (×)N),φ) is the tensor Product of H(M) and H(N), i.e H(M(×)N)=H(M)(×)H(N). The Main result in the paper and the results for dual modulus are important for the research of multiple linear algebra on a ring

本文的目的是将线性空间上的微分算子,微分模,同调空间等理论推广到环模及环模张量积。由此,得出了微分空间的Kunneth定理对除环上线性空间的推广:K∈CR,R,S∈k为可除的,M∈D_R,N∈D_t,MN∈D_(RS)·,则有RS映射φ∈L(H(M),H(N);H(MN))使(H(MN),φ)为H(M),H(N)的张量积。即H(MN)=H(M)H(N)。本文的结果与对偶模的结果在研究环上多重线性代数中都是有一定意义的。

In this paper,we generalize the theories of differential operators,diffe- retial spaces and homology spaces on a linear space and apply them to the ring modulus and tensor product of ring modtulus [1].A generalization for kün- neth theorem on a differential space over a division ring is obtained:Let k(?) CR,R,S(?).be divisible,and M D_R(?),N D_S(?),M N D_(R S) (?)_(M N).Then R S maps (?)L (H(M),H(N);H(M N)),so that (H(M N),(?)) is the tensor Product of H(M) and H(N),i.e H(M N)=H(M H(N). The Main result in...

In this paper,we generalize the theories of differential operators,diffe- retial spaces and homology spaces on a linear space and apply them to the ring modulus and tensor product of ring modtulus [1].A generalization for kün- neth theorem on a differential space over a division ring is obtained:Let k(?) CR,R,S(?).be divisible,and M D_R(?),N D_S(?),M N D_(R S) (?)_(M N).Then R S maps (?)L (H(M),H(N);H(M N)),so that (H(M N),(?)) is the tensor Product of H(M) and H(N),i.e H(M N)=H(M H(N). The Main result in the paper and the results for dual modulus are important for the research of multiple linear algebra on a ring

本文的目的是将线性空间上的微分算子,微分模,同调空间等理论推广到环模及环模张量积[1]。由此,得出了微分空间的Künneth 定理对除环上线性空间的推广:K∈CR,R,S∈_(Kφ)为可除的,M∈D_Rφ,N∈D_s■,M N∈D_(R■S)·■,则有 R S 映射■∈L(H(M),H(N);H(M N))使(H(M N),■)为 H(M),H(N)的张量积。即 H(M N)=H(M) H(N)。本文的结果与对偶模的结果在研究环上多重线性代数中都是有一定意义的。

Using the concept to determine approximate solution in low order differe- ntial space,we put forward a new method for weighted residual-the mixed method of variadle-rate collocation line.

本文利用在低阶微分空间中求近似解的概念,提出了一种加权残数的新方法——变率配线混合法

 
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