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Merge pull request #313 from dice-group/release-1.8
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Release 1.8
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MSherif committed Jan 29, 2024
2 parents 361f1f8 + b00cae9 commit 751b310
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Expand Up @@ -34,6 +34,7 @@ The following shows the whole configuration file for LIMES explicated in the sec
<PROPERTY>geom:geometry/geos:asWKT RENAME polygon</PROPERTY>
</TARGET>
<METRIC>geo_hausdorff(x.polygon, y.polygon)</METRIC>
<EXPLAIN_LS>English,German</EXPLAIN_LS>
<ACCEPTANCE>
<THRESHOLD>0.9</THRESHOLD>
<FILE>lgd_relaybox_verynear.nt</FILE>
Expand Down Expand Up @@ -171,6 +172,7 @@ The following configuration file uses the machine learning algorithm of the Womb
<VALUE>60</VALUE>
</PARAMETER>
</MLALGORITHM>
<EXPLAIN_LS>English,German</EXPLAIN_LS>

<ACCEPTANCE>
<THRESHOLD>0.9</THRESHOLD>
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Expand Up @@ -208,7 +208,8 @@ geometries has the same dimension as the geometries themselves
common, but no interior points.
* **Top_Within**: A geometry a is within a geometry b if and only if a lies in the interior of b.


If both resources are polygons, it is also possible to use area, diagonal or mixed content-measures for the
topological relations defined above using **Top_cobalt\_\[area/diagonal/mixed\]\_\[relation\]**

### Temporal Measures

Expand Down Expand Up @@ -358,3 +359,10 @@ $$wupalmer(c_1,c_2) = \frac{2depth(lso(c_1,c_2))}{2depth(lso(c_1,c_2))+N_1+N_2}$

where $N_1 = len(lso(c_1,c_2),c_1)$ and $N_2 = len(lso(c_1,c_2),c_2)$ and $depth(lso(c_1,c_2))$ is
the depth in the hierarchy of their most specific common concept.

### Link Specification Verbalization
To get a verbalization of the given link specification, the optional EXPLAIN_LS tag can be used.
Possible arguments are "German", "English" and "None". They can be combined by seperating them with a comma.
```xml
<EXPLAIN_LS>English,German</EXPLAIN_LS>
```
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