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Hacker's delight / Henry S. Warren, Jr. -- 2nd ed. p. cm. To Joseph W. Gauld, my high school algebra teacher, for sparking in me a delight in the simple. A collection of classic computer science books from Internet - lancetw/ebook Editorial Reviews. Review. “This is the first book that promises to tell the deep, dark secrets of Hacker's Delight 2nd Edition, Kindle Edition. by.

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Read "Hacker's Delight" by Henry S. Warren available from Rakuten Kobo. Sign up today and get $5 off your first download. In Hacker's Delight, Second Edition. Download[PDF] Hacker's Delight (2nd Edition) Ebook Click button below to download or read this book. Description In Hacker's Delight. In Hacker's Delight, Second Edition long-time IBM Research List Price: $; Includes EPUB, MOBI, and PDF; About eBook Formats.

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You might want to rename the files to delete the ". A Hacker's Assistant A superoptimizer is a program that makes a serious attempt at finding optimal code, in the sense of a minimal number of instructions, for a given function.

It works by trying all sequences of computational instructions of a given length, simulating each sequence for various inputs, until it finds stumbles on a sequence that matches a given user-defined function.

This site includes a relatively simple superoptimizer that's oriented toward RISC computers and is designed to be easy to tailor to a given instruction set.

Click here to see the documentation. To download the superoptimizer itself, including its documentation, click here. Download aha. You should get about eight files; the important ones are aha.

Hacker's Delight

If it looks ok you can erase aha. Computing Magic Numbers Click here for a page that can be used to compute the "magic numbers" and multiplicative inverses modulo 2 These numbers allow you to convert division by constants into multiplications. Montgomery Multiplication This file describes the theory and practice of Montgomery multiplication.

This is a technique for doing "modular multiplication" that is, given a, b, and m, of computing ab mod m that improves performance when several multiplications are to be done with the same values of a, b, and m.

In particular, it is useful for computing a n mod m for fairly large values of n.

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