Systolic Array

This book presents a formal method for specifying and verifying the correctness of systolic array designs. Such architectures are commonly found in the form of accelerators for digital signal, image, and video processing. These arrays can be quite complicated in topology and data flow. In the book, a formalism called STA is defined for these kinds of dynamic environments, with a survey of related techniques. A framework for specification and verification is established. Formal verification techniques to check the correctness of the systolic networks with respect to the algorithmic level specifications are explained. The book also presents a Prolog-based formal design verifier (named VSTA), developed to automate the verification process, as using a general purpose theorem prover is usually extremely time-consuming. Several application examples are included in the book to illustrate how formal techniques and the verifier can be used to automate proofs.

A Systolic Array Optimizing Compiler

Super systolic array - The super systolic array is a generalization of the systolic array. Because the classical synthesis methods (algebraic, i.

Systolic array - By analogy with the regular pumping of blood by the heart, a systolic array is an arrangement of processors in an array (often rectangular) where data flows synchronously across the array between neighbours, usually with different data flowing in different directions.

KressArray - The KressArray is the reconfigurable version of the super systolic array.

Macrocell array - A macrocell array is an approach to the design and manufacture of ASICs. Essentially, it is a small step up from the otherwise similar gate array, but rather than being a prefabricated array of simple logic gates, the macrocell array is a prefabricated array of higher-level logic functions such as flip-flops, ALU functions, registers, and the like.

systolicarray

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Drapery Track - ... discrete orthogonal Legendre polynomial (DOLP) drapery track and voltage processing The mathematical sameness of tracking drapery track and estimation problems on the one hand, drapery track and sidelobe canceling drapery track and adaptive array processing on the other The massively parallel systolic array sidelobe canceler processor Important computational accuracy issues An appended comparison betweenthe Kalman drapery track and the Swerling filters, written by Dr. Peter Swerling Tracking drapery track and Kalman Filtering Made Easy is invaluable for engineers, scientists, drapery track and ...

2005. Its performance is superior to C and competitive with Fortran, combined with efficient and automatic parallelisation. For personal use only. SISAL was defined in 1983 by James McGraw et al, Manchester University, Lawrence Livermore National Laboratory, Colorado State University and DEC. It was derived from VAL, adds recursion and finite streams. All rights reserved. Description not available. systolic array (C) systolic array Inc. 2005. Its performance is superior to C and competitive with Fortran, combined with efficient and automatic parallelisation. For personal use only. SISAL was defined in 1983 by James McGraw et al, Manchester University, Lawrence Livermore National Laboratory, Colorado State University and DEC. It was derived from VAL, adds recursion and finite streams. All rights reserved. Description not available. systolic array (C) systolic array Inc. 2005. Its performance is superior to C and competitive with Fortran, combined with efficient and automatic parallelisation. For personal use only. SISAL was defined in 1983 by James McGraw et al, Manchester University, Lawrence Livermore National Laboratory, Colorado State University and DEC. It was revised in 1985, and the first compiled implementation was created in 1986. For personal use only. Implementations exist for Cray X-MP, Cray Y-MP, Cray-2, Sequent, Encore Alliant, dataflow architectures, transputers and systolic arrays. All rights reserved. SISAL outputs a dataflow graph in Intermediary Form 1 (IF1). It was derived from VAL, adds recursion and finite streams. All rights reserved. SISAL outputs a dataflow graph in Intermediary Form 1 (IF1). It was revised in 1985, and the first compiled implementation was created in 1986. For personal use only. SISAL was defined in 1983 by James McGraw et al, Manchester University, Lawrence Livermore National Laboratory, Colorado State University and DEC. It was systolic array.