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[1988] Proceedings. International Conference on Systolic Arrays最新文献

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A systematic approach to bit recursive systolic array design 一种系统的位递归收缩阵列设计方法
Pub Date : 1988-05-25 DOI: 10.1109/ARRAYS.1988.18105
K.R. Liu, K. Yao
This approach provides a systematic way to design a recursive computational architecture instead of a bit-slice architecture. Since the relationship is much stronger at the bit level than at the work level and most relations can be described as shift-and-operate computations, these kinds of relations can be formulated as recursive equations, from which the systolic array can be built without deriving the dependence graph of the bit-level computation. Some design examples for bit-recursive systolic array presented: multiplier, inner product and convolution correlation.<>
这种方法提供了一种系统的方法来设计递归计算体系结构,而不是位片体系结构。由于比特级的关系比工作级强得多,并且大多数关系可以描述为移位和操作计算,因此这些关系可以表示为递归方程,由此可以构建收缩数组,而无需推导比特级计算的依赖图。给出了位递归收缩阵列的几个设计实例:乘法器、内积和卷积相关
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引用次数: 4
New conditions for testability of two-dimensional bilateral arrays 二维双边阵列可测性的新条件
Pub Date : 1988-05-25 DOI: 10.1109/ARRAYS.1988.18086
D. Sciuto, F. Lombardi
Different sets of testability conditions for two-dimensional bilateral arrays are presented. Conditions are established with respect to the dependency of the testing process on the signal flow. Each set of testability conditions establishes the controllability and observability of a test vector. These conditions are proved to be applicable under different processing models related to the three inputs of each cell in the array. Complexity issues, such as number of test vectors and time units, are discussed.<>
给出了二维双侧阵列的不同可测性条件。根据测试过程对信号流的依赖性建立了条件。每一组可测试性条件建立了测试向量的可控性和可观察性。这些条件被证明适用于阵列中每个单元的三个输入的不同处理模型。复杂性问题,如测试向量和时间单位的数量,进行了讨论。
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引用次数: 5
Implementation of array structured maximum likelihood decoders 阵列结构最大似然解码器的实现
Pub Date : 1988-05-25 DOI: 10.1109/ARRAYS.1988.18063
K. Wen, J. Wang, J. Lee, M. Lin
Efficient VLSI array processor architectures for maximum-likelihood decoding (MLD) have been developed to meet the high throughput and data processing requirements of modern communication systems. Both 1-D and 2-D MLD processors with large constraint length (>8) have been derived. Radix-4p processing elements and delay commutating switching processors for MLD have been concatenated to construct a pipeline MLD processor. The pipeline length can be adapted to meet the time/area constraints for various applications. A 2-D MLD array processor is also presented. Processing data are modulized, data transmission are embedded into processing elements, and a fixed-size 2-D MLD array is derived to meet high-data-throughput requirements.<>
为了满足现代通信系统的高吞吐量和数据处理要求,开发了高效的最大似然解码(MLD) VLSI阵列处理器架构。推导出了具有大约束长度(bbbb8)的1-D和2-D MLD处理器。将基4p处理单元和延迟交换交换交换处理器连接起来,构成流水线式MLD处理器。管道长度可以适应各种应用的时间/面积限制。提出了一种二维MLD阵列处理器。将处理数据模块化,将数据传输嵌入到处理单元中,并派生出固定尺寸的二维MLD阵列,以满足高数据吞吐量的要求
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引用次数: 3
Systolic array for 2-D adaptive beamforming 二维自适应波束形成的收缩阵列
Pub Date : 1988-05-25 DOI: 10.1109/ARRAYS.1988.18038
T. V. Vo, J. Litva
A pipelined architecture for implementing a 2-D digital adaptive beamformer is described. The architecture relies heavily on a triangular systolic structure as a means of solving recursive least-squares problems based on the QRD algorithm due to J.G. McWhirter (1983). A manifold of triangular systolic arrays, which in the limit takes the form of a cosmic cube, is used. With the proper time skew format for the data flow, it is shown that the cosmic cube beamformer can concurrently and simultaneously process the data from the rows and columns of array antennas with a speed comparable to the 1-D case. Data memory requirements are modest. It is felt that the beamformer has promise for real-time beamforming with planar array antennas.<>
描述了实现二维数字自适应波束形成器的流水线结构。基于J.G. McWhirter(1983)提出的QRD算法,该体系结构严重依赖三角收缩结构作为解决递归最小二乘问题的方法。三角收缩阵列的流形,在极限情况下采用宇宙立方体的形式。通过适当的数据流时斜格式,宇宙立方体波束形成器可以同时处理来自阵列天线的行和列的数据,速度与一维情况相当。数据内存要求不高。认为该波束形成器具有实现平面阵列天线实时波束形成的前景
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引用次数: 0
A systolic integrated circuit integer divider 一种收缩式集成电路整数除法器
Pub Date : 1988-05-25 DOI: 10.1109/ARRAYS.1988.18095
J. Eldon
The TMC3211 CMOS-integrated circuit integer divider, which offers a low-power, high-speed, cost-effective solution to the division problem, is presented. Operating on 32-bit dividends and 16-bit divisors and returning 32-bit quotients at 25 million operations per second, the TMC3211 is implemented as a one-dimensional systolic array of 16 identical two-block arithmetic cells, each of which accepts the next two bits of the dividend and generates the next two bits of the quotient, while passing its remainder and the original divisor to the next cell in the series.<>
提出了一种低功耗、高速、高性价比的整数除法器TMC3211 cmos集成电路。TMC3211以每秒2500万次运算的速度处理32位的股利和16位的除数,并返回32位的商。TMC3211被实现为由16个相同的两块算术单元组成的一维收缩数组,每个单元接受股利的下两位并生成商的下两位,同时将其余数和原始除数传递给序列中的下一个单元。
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引用次数: 2
Formal derivation of systolic arrays-a case study 收缩期数组的形式推导-一个案例研究
Pub Date : 1988-05-25 DOI: 10.1109/ARRAYS.1988.18073
M. Payer
The author exemplifies a conceptual framework, namely, the theory of finite-state machines, for the VLSI design process. He starts from a functional description of the system to be realized and achieves a (semi)systolic array in a formal way. The resulting designs are correct by their mere construction.<>
作者举例说明了一个概念框架,即有限状态机理论,用于超大规模集成电路设计过程。他从要实现的系统的功能描述出发,以形式化的方式实现了一个(半)收缩阵列。所得到的设计仅从结构上看就是正确的。
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引用次数: 3
Systolic array system for vector quantization using transformed sub-band coding 用变换子带编码进行矢量量化的收缩阵列系统
Pub Date : 1988-05-25 DOI: 10.1109/ARRAYS.1988.18104
M. Yan, J. McCanny, H. A. Kaouri
The use of bit-level systolic arrays in the design of a vector quantized transformed subband coding system for speech signals is described. It is shown how the major components of this system can be decomposed into a small number of highly regular building blocks that interface directly to one another. These include circuits for the computation of the discrete cosine transform, the inverse discrete cosine transform, and vector quantization codebook search.<>
描述了在语音信号矢量量化变换子带编码系统设计中使用的位级收缩阵列。它展示了如何将该系统的主要组件分解为少量高度规则的构建块,这些构建块直接相互连接。这些电路包括计算离散余弦变换、离散余弦逆变换和矢量量化码本搜索。
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引用次数: 7
Broadcast removal in systolic algorithms 收缩算法中的广播去除
Pub Date : 1988-05-25 DOI: 10.1109/ARRAYS.1988.18080
Y. Wong, J. Delosme
A major difficulty with the automatic synthesis of systolic arrays is that many algorithms process data dependences that are not directly realizable in a systolic fashion. The authors consider one particular class of such data dependences, called data sharing or broadcast, in recurrence algorithms. They present a data routing scheme called propagation and show that all broadcasts can be systematically transformed into propagations.<>
自动合成收缩数组的一个主要困难是,许多算法处理的数据依赖不能以收缩方式直接实现。作者在递归算法中考虑了一类特殊的数据依赖,称为数据共享或广播。他们提出了一种称为传播的数据路由方案,并表明所有广播都可以系统地转换为传播
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引用次数: 45
A shortperiodic two-dimensional systolic sorting algorithm 一种短周期二维收缩排序算法
Pub Date : 1988-05-25 DOI: 10.1109/ARRAYS.1988.18066
U. Schwiegelshohn
An algorithm is presented for sorting n/sup 2/ elements on a two-dimensional systolic processor array. It is proved that this algorithm requires O(nlog n) steps in the worst case. The state of the whole processor array recurs every eight steps, so no global control is necessary. An easy realization of this array on a VLSI circuit is thus possible, and the structure of an elementary processor cell is given. The sorting algorithm is well suited to solve problems of data transfer in locally connected parallel processors with distributed energy.<>
提出了一种在二维收缩处理器阵列上对n/sup /元素进行排序的算法。证明了该算法在最坏情况下需要O(nlog n)步。整个处理器数组的状态每8步重复一次,因此不需要全局控制。因此,在VLSI电路上易于实现该阵列是可能的,并给出了基本处理器单元的结构。该排序算法很适合解决分布式能量局部连接并行处理器的数据传输问题
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引用次数: 26
Linear systolic array for least-squares estimation 用于最小二乘估计的线性收缩阵列
Pub Date : 1988-05-25 DOI: 10.1109/ARRAYS.1988.18047
M.-J. Chen, K. Yao
The use of square-root-free linear systolic array structure to perform the QR decomposition needed in the solution of least-squares (LS) problems is proposed. A form of the Kalman filter algorithm is applied to perform the recursive LS estimation. Compared with the conventional triangular systolic array structure for LS estimation, the linear array has the advantage of requiring less area and being simpler for VLSI implementation.<>
提出了利用无平方根线性收缩阵列结构进行求解最小二乘问题所需的QR分解。采用一种卡尔曼滤波算法进行递归LS估计。与传统的三角形收缩阵列结构相比,线性阵列具有面积小、易于VLSI实现的优点。
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引用次数: 8
期刊
[1988] Proceedings. International Conference on Systolic Arrays
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