Formal Verification of Floating-Point Hardware Design: A Mathematical Approach

David M. Russinoff

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27 kali
21.21.1293
511.3
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It is not the purpose of this book to expound the principles of computer arithmetic algorithms, nor does it presume to offer instruction in the art of arithmetic circuit design. A variety of publications spanning these subjects are readily available, including general texts as well as more specialized treatments, covering all areas of functionality and aspects of implementation. There is one relevant issue, however, that remains to be adequately addressed: the problem of eliminating human error from arithmetic hardware designs and establishing their ultimate correctness.

As in all areas of computer architecture, the designer of arithmetic circuitry is preoccupied with efficiency. His objective is the rapid development of logic that optimizes resource utilization and maximizes execution speed, guided by established practices and intuition. Subtle conceptual errors and miscalculations are accepted as inevitable, with the expectation that they will be eliminated through a separate validation effort.

The book has been written with several purposes in mind. For the ACL2 user interested in applying or extending the associated RTL library, it may be read as a user’s manual. The theory might also be used to guide other verification efforts, either without mechanical support or encoded in the formalism of another theorem prover. A more ambitious goal is a rigorous approach to arithmetic circuit design that is accessible and useful to architects and RTL writers.

Subjek

Mathematical Logic
COMPUTATION,

Katalog

Formal Verification of Floating-Point Hardware Design: A Mathematical Approach
978-3-319-95513-1
388p.: pdf file.; 3 MB
Inggris

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Pengarang

David M. Russinoff
Perorangan
 
 

Penerbit

Springer
Switzerland
2019

Koleksi

Kompetensi

  • TKI1B3 - LOGIKA MATEMATIKA

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