http://localhost:8080/nutch/scoringtest1.html";>
2.188457 = (MATCH) fieldWeight(content:artifici in 58), product of:
1.4142135 = tf(termFreq(content:artifici)=2)
3.0949457 = idf(docFreq=7, maxDocs=65)
0.5 = *fieldNorm*(field=content, doc=58)
So Solr interface provides with all I want. Luke is still prettier.
On Wed, Mar 30, 2011 at 11:05 PM, Gabriele Kahlout wrote:
> Hello,
>
> I'm not sure what's the Default Similarity Luke uses but I doubt it's
> SolrSimilarity (which I modified).
> I see the field to change the similarity used but typing
> org.apache.solr.search.SolrSimilarity doesn't work (Default similarity
> remains selected).
>
> Adding &debugQuery=true to the query on Solr Web Interface gives most of
> what I want, except for the FieldNorm I see in Luke[1] . How can I see that
> with Solr too?
>
>
> $ cd $SOLR_HOME
> $ ant luke
>
> [1] http://screencast.com/t/I1YqGFZ2n
>
> --
> 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)).
>
--
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)).