The art of computer programming / Donald E. Knuth.
By: Knuth, Donald Ervin
Publisher: Upper Saddle River, NJ : Addison-Wesley, c2011Description: v. <v.1, fasc. 1, v. 4, fasc. 0-4, v. 4A, pt. 1> : illustrations ; 25 cmISBN: 0201853922 (v. 1, fasc. 1 : pbk. : alk. paper); 0321534964 (v. 4, fasc. 0: pbk. : alk paper); 0201853930 (v. 4, fasc. 2 : pbk. : alk. paper); 0201853949 (v. 4, fasc. 3 : pbk. : alk. paper); 0321335708 (v. 4, fasc. 4 : pbk. : alk paper); 0201038048 (v. 4A, pt. 1); 9780201038040 (v. 4A, pt. 1)Subject(s): Computer programming | Computer algorithmsDDC classification: 005.1 LOC classification: QA76.6 | .K64 2005| Item type | Current location | Home library | Call number | Status | Date due | Barcode | Item holds |
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COLLEGE LIBRARY | COLLEGE LIBRARY SUBJECT REFERENCE | 005.1 K786 2011 (Browse shelf) | Available | CITU-CL-42629 |
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| 005.1 K786 1997 v.1 The art of computer programming / | 005.1 K786 1997 v.1 The art of computer programming / | 005.1 K786 1997 v.2 The art of computer programming / | 005.1 K786 2011 The art of computer programming / | 005.1 K962 2014 Object-oriented software engineering : an agile unified methodology | 005.1 L218 2009 Requirements engineering : from system goals to UML models to software specifications / | 005.1 L494 1986 Software portability / |
Issued in fascicles. Consists of updates being published as the author continues working towards the complete 4th ed. of The art of computer programming, i.e. fascicles are supplements to the 3rd ed. in anticipation of the 4th ed. which will condense the most important material into a single book.
Includes index.
v. 1, fasc. 1. MMIX, a RISC computer for the new millennium -- v. 4, fasc. 0. Introduction to combinatorial algorithms and boolean functions v. 4, fasc. 1. Bitwise tricks & techniques, binary decision diagrams -- v. 4, fasc. 2. Generating all tuples and permutations -- v. 4, fasc. 3. Generating all combinations and partitions -- v. 4, fasc. 4. Generating all trees, history of combinatorial generation -- v. 4A, pt. 1. Combinatorial algorithms
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