The script seems not a solution at the moment as the final system should run on a Windows machine (using cygwin). The Solr testdrive tutorial seems to not work with my configuration: m@ubuntu:~/Desktop/solr/example/exampledocs$ java -jar post.jar *.xml SimplePostTool: version 1.3 SimplePostTool: POSTing files to http://localhost:8983/solr/update.. SimplePostTool: POSTing file gb18030-example.xml SimplePostTool: FATAL: Solr returned an error #400 ERROR:unknown field 'name'
Are there some parts missing in the tutorial I mentioned first? Am 19.04.2011 um 15:33 schrieb Gabriele Kahlout: > Have you tried solr testdrive tutorial[2]? > > Also this script[1] worked for me (see outputs) with nutch 1.2 and Solr 3.1 > Try the 3rd script as follows: > Change $solrIndex from "http://localhost:8080/solr"; to " > http://127.0.0.1:8983/solr/"; > $ ./whole-web-crawling-incremental -f dirWithSeeds > where dirWithSeeds contains a txt file whole name contains url (i.e. *url). > > > > > [1] http://wiki.apache.org/nutch/Whole-Web%20Crawling%20incremental%20script > [2] http://lucene.apache.org/solr/tutorial.html > On Tue, Apr 19, 2011 at 3:19 PM, Max Stricker <[email protected]> wrote: > >> >>> You must upgrade Nutch' two SolrJ jar's to 3.1. >> >> That's what I already tried. I copied the SolrJ Jars contained in the Solr >> 3.1.0 release >> to nutch/lib and removed the old ones. >> So nutch now uses apache-solr-solrj-3.1.0.jar >> The error however remains the same. >> >> Any other suggestions? > > > > > -- > Regards, > K. Gabriele > > --- unchanged since 20/9/10 --- > P.S. If the subject contains "[LON]" or the addressee acknowledges the > receipt within 48 hours then I don't resend the email. > subject(this) ∈ L(LON*) ∨ ∃x. (x ∈ MyInbox ∧ Acknowledges(x, this) ∧ time(x) > < Now + 48h) ⇒ ¬resend(I, this). > > If an email is sent by a sender that is not a trusted contact or the email > does not contain a valid code then the email is not received. A valid code > starts with a hyphen and ends with "X". > ∀x. x ∈ MyInbox ⇒ from(x) ∈ MySafeSenderList ∨ (∃y. y ∈ subject(x) ∧ y ∈ > L(-[a-z]+[0-9]X)).
