Matches in DBpedia 2016-04 for { <http://books.google.com/books?vid=ISBN978-0-321-33570-8> ?p ?o }
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- books?vid=ISBN978-0-321-33570-8 author "Donald Ervin Knuth".
- books?vid=ISBN978-0-321-33570-8 author "Donald Knuth".
- books?vid=ISBN978-0-321-33570-8 authorLink "Donald Knuth".
- books?vid=ISBN978-0-321-33570-8 authorlink "Donald Knuth".
- books?vid=ISBN978-0-321-33570-8 first "Donald".
- books?vid=ISBN978-0-321-33570-8 isCitedBy De_Bruijn_sequence.
- books?vid=ISBN978-0-321-33570-8 isCitedBy Fibonacci.
- books?vid=ISBN978-0-321-33570-8 isCitedBy Fibonacci_number.
- books?vid=ISBN978-0-321-33570-8 isCitedBy Ramon_Llull.
- books?vid=ISBN978-0-321-33570-8 isbn "978-0-321-33570-8".
- books?vid=ISBN978-0-321-33570-8 last "Knuth".
- books?vid=ISBN978-0-321-33570-8 page "50".
- books?vid=ISBN978-0-321-33570-8 page "56".
- books?vid=ISBN978-0-321-33570-8 publisher "Addison-Wesley Professional".
- books?vid=ISBN978-0-321-33570-8 publisher "Addison-Wesley".
- books?vid=ISBN978-0-321-33570-8 publisher "Addison–Wesley".
- books?vid=ISBN978-0-321-33570-8 quote "it was natural to consider the set of all sequences of [L] and [S] that have exactly m beats. ...there are exactly Fm+1 of them. For example the 21 sequences when m = 7 are: [gives list]. In this way Indian prosodists were led to discover the Fibonacci sequence, as we have observed in Section 1.2.8".
- books?vid=ISBN978-0-321-33570-8 title "The Art of Computer Programming".
- books?vid=ISBN978-0-321-33570-8 title "The Art of Computer Programming, Fascicle 4: Generating All Trees – History of Combinatorial Generation".
- books?vid=ISBN978-0-321-33570-8 title "The Art of Computer Programming: Generating All Trees – History of Combinatorial Generation; Volume 4".
- books?vid=ISBN978-0-321-33570-8 title "The Art of Computer Programming: Generating all trees".
- books?vid=ISBN978-0-321-33570-8 url ?id=56LNfE2QGtYC&pg=PA50&dq=rhythms.
- books?vid=ISBN978-0-321-33570-8 url ?id=56LNfE2QGtYC&pg=PA50&dq=Pingala.
- books?vid=ISBN978-0-321-33570-8 url ?id=56LNfE2QGtYC&pg=PA50&dq=rhythms.
- books?vid=ISBN978-0-321-33570-8 volume "4-4".
- books?vid=ISBN978-0-321-33570-8 volume "4. Generating All Trees – History of Combinatorial Generation".
- books?vid=ISBN978-0-321-33570-8 year "2006".