11-29-2009, 07:29 AM | #16 |
E-ventually
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The actual number is even smaller. The first three digits indicate that it is a book. They are always 978 (can also be 979 in the future). The last digit is a checksum digit, so it leaves only 2*10^8 possible numbers. Considering that the ISBN includes a country code and a publisher code, so you cannot use every number, it probably leaves only 2*10^7 usable ISBN's. Twenty million books is not that much.
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11-29-2009, 07:36 AM | #17 |
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It makes like a heck of a lot easier for the customer who wants to buy, say, a hardback specifically. I often do ISBN searches on Amazon for that very reason. I'm strongly in favour of retaining separate ISBNs at least for different paper formats.
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11-29-2009, 08:04 AM | #18 | |
The Grand Mouse 高貴的老鼠
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After the large upheaval of moving to 13-digit ISBNs, and given that they're now EAN-13 codes as well, the chances of the ISBN format changing in the next decade is as close to zero as makes no difference.
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11-29-2009, 08:06 AM | #19 | |
The Grand Mouse 高貴的老鼠
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The current rule is that each separately orderable format has to have a different ISBN. Different ebook formats only need different ISBNs if buying one doesn't buy you the others. i.e. all the current DRM formats!
It is a bit of a mess, but I haven't worked out how to answer the survey yet. Mapping my thoughts onto their questions and answers is tricky. Quote:
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11-29-2009, 09:31 AM | #20 | |
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11-29-2009, 12:59 PM | #21 | |
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After thinking about it, a more workable solution to the problem it could be a universal book ID number (one completely separate from the ISBN) to identify a specific book. When a book is first released it gets an ID number, and all future versions of that book carry the same ID number. To provide an illustration, the code could be as follows (each part is separated by a period): - Language Number: A three digit code that indicates the book's language. - ID Number: A nine digit code (allows for 1,000,000,000 titles) that identifies a specific book. - Abridgement Number: A one digit code that indicates if the book is/is not an abridgement of the original book (not uncommon with audiobooks). - Version Code: A three digit number to the specific format (printed hardback, printed paperback, PDF edition, and so on). Just a thought. What do you think? |
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11-29-2009, 04:12 PM | #22 |
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I think libraries are quite capable of managing their meta-data and they are the kinds of organisations who need additional meta data defining the particular format of the book in question.
AFAIK In the library a book has the same ISBN because it is the same work, then it has additional data in their records stating if it's an ebook, book, pdf, whatever. If you get formats involved in ISBN for what is essentially the same book (in terms of words) it limits the numbers of ISBNs I guess! |
11-30-2009, 02:59 AM | #23 | |
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As for your suggestion to create a totally different number, as far as I am concerned, just keep the ISBN. Publishers, booksellers, libraries, everybody is using it. It would cost way too much, to rebuild all there systems. O no ! A real librarian would want a different ISBN for a pBook and for an eBook. Because the bibliographic rules say so, and because handling these books differs. Last edited by Robbeli; 11-30-2009 at 03:02 AM. |
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11-30-2009, 05:05 AM | #24 | ||
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If the almost-trivial change of moving to 13-digit EAN codes was a 'large upheaval' then I shudder to think what will happen when real change is needed . |
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11-30-2009, 10:24 AM | #25 | |
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But, I like your idea... the root of the ISBN would be for the content then a few extra digits for language, format, publisher, whatever. Then search engines could easily adjust to show you not just the format you searched for if you look for the full ISBN but for all the formats of the same book. BOb |
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11-30-2009, 10:49 AM | #26 |
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Why bother with trying to encode all this information in a number? Modern e-book formats (e-pub) have fairly good support for metadata in a simple to access form. Just use it for search engines.
The fundamental purpose of an id number is to unambiguously identify something. In the digital age, when books are so easily modifiable by users (they can convert, edit metadata, even insert content), it's pointless trying to uniquely identify anything. Instead ISBN should be used to point to the "canonical" digital edition of a particular logical book. That is the digital edition registered as authoritative by the author/publisher with the organization that administers ISBN. |
11-30-2009, 10:57 AM | #27 |
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Well, Baen went from ISBN to DOI and then to their own system because of the costs of dealing with a large number of "editions" of their books, and I can't blame them.
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11-30-2009, 11:25 AM | #28 | |
The Dank Side of the Moon
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Oh, wait, I misread this. I think there should be a "base" isbn and then a "format/edition" designator. Last edited by kennyc; 11-30-2009 at 11:30 AM. |
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11-30-2009, 12:10 PM | #29 | |
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As far as including publisher information in the code, I think this code should be based strictly on the book itself. Anything independent of the text of the book itself (like the publisher) should not be included in the code. As an example, with a book in the public domain many publishers from around the world can publish the same book. Each published book would have a different ISBN, but the ID Number for each released version of that book would be the same. With a computer search, it would be easy to find all versions of the same book. Additional parts of the code would allow you to pinpoint the specific version of the book you want (such as "I want an unabridged paperback version of The Wizard Of Oz in French." or "I want an abridged AportisDoc version of Silas Marner in American English."). |
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11-30-2009, 12:37 PM | #30 | |
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Think of it this way... When you have a single digit number which can be any of 0..9 there are ten possibilities right? If you have two places for digits, and the rightmost one can be 0..9, there are ten possibilities for that digit. If the leftmost place can also be 0..9 then there are there are ten possible first digits, and for each of those there are ten possible second digits, or ten times ten (ie: one hundred) possible combinations. ie: For the first digit 0, there are ten possibilities for the second digit (0..9). For the first digit 1, there are ten possibilities for the second digit .... Makes sense that from 00 to 99 there are one hundred combinations right? The same thing applies if you allow possible "digits" other than 0..9 So if you add 24 letters in addition to the 10 existing digits, then you can have (24+10) * (24+10), or 1156 possible combinations with a two place number. With 9 places, you can have 34^9 or just short of 61 * 10^12 |
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