Over the past week or so there has been a flurry of posts about ’strong’ and ‘weak’ open access, including the following:
Peter Suber and Stevan Harnad both agree:
The term “open access” is now widely used in at least two senses. For some, “OA” literature is digital, online, and free of charge. It removes price barriers but not permission barriers. For others, “OA” literature is digital, online, free of charge, and free of unnecessary copyright and licensing restrictions. It removes both price barriers and permission barriers. It allows reuse rights which exceed fair use.
There are two good reasons why our central term became ambiguous. Most of our success stories deliver OA in the first sense, while the major public statements from Budapest, Bethesda, and Berlin (together, the BBB definition of OA) describe OA in the second sense.
As you know, Stevan Harnad and I have differed about which sense of the term to prefer –he favoring the first and I the second. What you may not know is that he and I agree on nearly all questions of substance and strategy, and that these differences were mostly about the label. While it may seem that we were at an impasse about the label, we have in fact agreed on a solution which may please everyone. At least it pleases us.
We have agreed to use the term “weak OA” for the removal of price barriers alone and “strong OA” for the removal of both price and permission barriers. To me, the new terms are a distinct improvement upon the previous state of ambiguity because they label one of those species weak and the other strong. To Stevan, the new terms are an improvement because they make clear that weak OA is still a kind of OA.
On this new terminology, the BBB definition describes one kind of strong OA. A typical funder or university mandate provides weak OA. Many OA journals provide strong OA, but many others provide weak OA.
Furthermore, Peter Suber adds:
As soon as we move beyond the removal of price barriers to the removal of permission barriers, we enter the range of strong OA. Hence, an article with a CC-NC license is strong OA because it allows some copying and redistribution beyond fair use (even if it doesn’t allow all copying and redistribution). My own preference is still for the CC-BY license, but we shouldn’t speak as if CC-NC were not strong OA or as if there were just one kind of strong OA.
According to this schema, a cost free publication counts as weak open access, and a publication licensed under a CC-NC license counts as strong open access. Stevan Harnad agrees with the distinction but suggests the need for ‘value-neutral’ terms to describe it - suggesting ‘basic’ and ‘full’.
Its worth adding to this discussion that there is also Open Definition compliant open access, which I understand is equivalent to BBB open access and which is more permissive than ’strong’ or ‘full’ open access. As we blogged a couple of weeks back - anything with the SPARC Europe Seal will be open access in this sense.
As Peter Murray-Rust comments:
Open Source has the OSI which determines whether ot not a given licence is OS. Open Knowledge after only a short time of volunteers has the OKF and has an agreed definition and a list of conformant licences.
Scholarly publications, as literary works, constitute knowledge and hence are covered by the OKD. A journal, monograph or any other publication can still be ‘open as in the OKD’ as with other forms of knowledge. Debates about open access aside, demarcating between knowledge that is ‘open’ and ‘closed’ is precisely what the OKD is there for!
It will be interesting to see what emerges as the new classificatory scheme for open access, and where OKD compliant publications sit on the spectrum. Perhaps these will be called ‘OKD/BBB compliant open access’ journals, or suchlike.
by jo-APKGCNCGvtU< at >public.gmane.org at May 08, 2008 10:31 PM
by jo-APKGCNCGvtU< at >public.gmane.org at May 08, 2008 09:49 PM
We have started to mirror some of the LaTeX source of textbooks listed on this site at the Open Text Book subversion repository:
More about this service can be found at the KnowledgeForge project page.
We hope the respository will make it easier to automatically grab open textbook material, and that eventually textbook authors will be able to add the latest versions of their work to it!
If anyone would like to help out with adding material - please don’t hesitate to get in touch!
[www]: change to use KForge/CKAN style layout for web interface.
[shakespeare/cli][s]: move cli code from bin into shakespeare.cli and run/install it using paste.scripts entry point in setup.py.
[plugin][m]: move to locating and loading plugins via setuptools/pkg_resources support for entry point discovery (using 'kforge.plugins' as entry point category).
[xs]: set DJANGO_SETTINGS_MODULE env variable in soleInstance.py so we can just import this anywhere without having to set this up first.
[command][s]: do not install any service plugins by default (as per this discussion [1]).
[1]:<http://lists.okfn.org/pipermail/kforge-user/2008-February/000310.html>
[xs]: (old) minor changes to RELEASE_PROCESS.txt.
Make into a page containing only for API users only (Future development and original proposal info has been moved to separate page and some refactoring)
(diff)move future development and original proposal stuff here from RestfulAPI
Michael Corral of Schoolcraft College has just let us know about his Vector Calculus which is available as a PDF under the GFDL. Its source will be available soon.
The book description says:
This is a text on elementary multivariable calculus, designed for students who have completed courses in single-variable calculus. The traditional topics are covered: basic vector algebra; lines, planes and surfaces; vector-valued functions; functions of 2 or 3 variables; partial derivatives; optimization; multiple integrals; line and surface integrals.
The book also includes discussion of numerical methods: Newton’s method for optimization, and the Monte Carlo method for evaluating multiple integrals. There is a section dealing with applications to probability. Appendices include a proof of the right-hand rule for the cross product, and a short tutorial on using Gnuplot for graphing functions of 2 variables.
There are 420 exercises in the book. Answers to selected exercises are included.
Update 2008-05-06: The LaTeX source is now available!