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matrix
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  matrix
Finally the cubic surfaces of each component ofQ are studied in details by determining their stabilizers, their rational representations and whether they can be expressed as the determinant of a 3×3 matrix of linear forms.
      
In this paper we present an explicit formula for the twistors in the form of an infinite product of the universalR matrix ofUq(g).
      
Semi-invariants of quivers can be constructed by taking admissible partial polarizations of the determinant of matrices containing sums of matrix components of the representation and the identity matrix as blocks.
      
These are analogous to "fusion rules" in tensor product decomposition and their derivation obtains from an analysis of theR-matrix.
      
The form of these generic polynomials is that of a Bethe eigenfunction and they imitate, on a more elementary level, the R-matrix construction of quantum immanants.
      
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The algorithms of sequence to one-one mapping and the principle of jump to one-one mapping are investigated. The mathematical models of basis structure for the binary code, left shifting code and Grey code, which provide bases for application of the mathematical models and physical models of Walsh function, is proposed. The partitioned sequential algorithms of higher space or multiinput binary rate multiplier is derived, the state matrix of the binary rate multiplier (proposed by D. J. Lancaster) is extended...

The algorithms of sequence to one-one mapping and the principle of jump to one-one mapping are investigated. The mathematical models of basis structure for the binary code, left shifting code and Grey code, which provide bases for application of the mathematical models and physical models of Walsh function, is proposed. The partitioned sequential algorithms of higher space or multiinput binary rate multiplier is derived, the state matrix of the binary rate multiplier (proposed by D. J. Lancaster) is extended to sequential matrix or multiinput matrix.

本文研究了序列对应算式与跳变对应原理;对二进制码、左移码、葛莱码的基底结构提出了数学模型,为Walsh函数数字实现的数学模型与物理模型的实际应用提供基础.本文推导出高维数多(车入)入比例乘法器的分块时序矩阵算式.文中还将D.J.Lancaster关于比例乘法器的状态矩阵推广为多(车入)入或时序的矩阵.

In this paper, several special problems about walsh functions have been reviewed on the basis of their bi-valued behaviour. On the sequence-ordering problem, the conversion rules among the sequoncy ordering, binary ordering, and the Hadamard -matrices ordering have been given. On the time shift problems, the significance of the new concept of dyadic time has been interpreted. Besides, the problems of spectral sequency analysis and the resonance of non-sinusoidal wave have been discussed. The purpose...

In this paper, several special problems about walsh functions have been reviewed on the basis of their bi-valued behaviour. On the sequence-ordering problem, the conversion rules among the sequoncy ordering, binary ordering, and the Hadamard -matrices ordering have been given. On the time shift problems, the significance of the new concept of dyadic time has been interpreted. Besides, the problems of spectral sequency analysis and the resonance of non-sinusoidal wave have been discussed. The purpose of this paper is to make a brief review and simple analysis of above mentioned and widely discussed problems for further sdudies.

在本文中,从沃尔什函数的二值特点出发,讨论了有关沃尔什函数的几个特殊问题。在定序 问题上,通过二进制码与格雷码间的转换,列出三种序数-序率序数、二进制序数与哈德玛矩阵 序数一之间的转换规则。在时移问题上,通过相关函数、卷积定理和功率谱定理来理解“并矢时 间”这一新概念的意义。在序谱分析和对沃尔什波的谐振问题上,指出沃尔什函数的一些特点。 本文的目的在于:根据沃尔什函数的本质特性,针对几个存在有争议的问题,作一简要的评述和分析,为进一步开展这方面的研究工作提供参考。

In order to solve the problem of compatibility between the signal of four-channel panoramic sound, three-dimensional surround sound and two-channel stereo in magnetic tape recording systems, a method using matrix encoding recording is described in this paper.In this system, the four-channel signal recorded in the tape is completely compatible with the conventional two-channel stereo recording system, and the circuit used in this new system is very simple.

为了解决磁带录声系统中四通路全景声、三维空间环绕声信号与双通路立体声信号之间的兼容问题,文中提出一种应用矩阵编码信号的记录方法,使磁带上所记录的四通路信号与目前已通行的双通路立体声磁带记录系统之间能够完全兼容;而所用于新系统的附加电路也非常简单。

 
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