span-marker-gelectra-large-germeval14

SpanMarker for GermEval 2014 NER

This is a SpanMarker model that was fine-tuned on the GermEval 2014 NER Dataset.

The GermEval 2014 NER Shared Task builds on a new dataset with German Named Entity annotation with the following properties: The data was sampled from German Wikipedia and News Corpora as a collection of citations. The dataset covers over 31,000 sentences corresponding to over 590,000 tokens. The NER annotation uses the NoSta-D guidelines, which extend the Tübingen Treebank guidelines, using four main NER categories with sub-structure, and annotating embeddings among NEs such as [ORG FC Kickers [LOC Darmstadt]].

12 classes of Named Entites are annotated and must be recognized: four main classes PERson, LOCation, ORGanisation, and OTHer and their subclasses by introducing two fine-grained labels: -deriv marks derivations from NEs such as "englisch" (“English”), and -part marks compounds including a NE as a subsequence deutschlandweit (“Germany-wide”).

Fine-Tuning

We use the same hyper-parameters as used in the "German's Next Language Model" paper using the released GELECTRA Large model as backbone.

Evaluation is performed with SpanMarkers internal evaluation code that uses seqeval. Additionally we use the official GermEval 2014 Evaluation Script for double-checking the results. A backup of the nereval.py script can be found here.

We fine-tune 5 models and upload the model with best F1-Score on development set. Results on development set are in brackets:

The best model achieves a final test score of 89.08%:

1. Strict, Combined Evaluation (official):
Accuracy:  99.26%;
Precision:  89.01%;
Recall:  89.16%;
FB1:  89.08

Scripts for training and evaluation are also available.

Usage

The fine-tuned model can be used like:

from span_marker import SpanMarkerModel

# Download from the 🤗 Hub
model = SpanMarkerModel.from_pretrained("stefan-it/span-marker-gelectra-large-germeval14")

# Run inference
entities = model.predict("Jürgen Schmidhuber studierte ab 1983 Informatik und Mathematik an der TU München .")