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@@ -130,7 +130,7 @@ repository complimenting this paper.
The approach addressed to improve the identification performance is based on
k-reciprocal reranking. The following section summarizes the idea behind
-the method illustrated in **REFERENCE PAPER**.
+the method illustrated in reference @rerank-paper.
We define $N(p,k)$ as the top k elements of the ranklist generated through NN,
where p is a query image. The k reciprocal ranklist, $R(p,k)$ is defined as the
@@ -185,7 +185,7 @@ in steps of 0.1. The results obtained through this approach suggest: $k_{1_{opt}
Reranking achieves better results than the other baseline methods analyzed both as $top k$
accuracy and mean average precision.
It is also necessary to estimate how precise the ranklist generated is.
-For this reason an additional method of evaluation is introduced: mAP.
+For this reason an additional method of evaluation is introduced: mAP. See reference @mAP.
It is possible to see in figure \ref{fig:ranklist2} how the ranklist generated for the same five queries of figure \ref{fig:eucrank}
has improved for the fifth query. The mAP improves from 47% to 61.7%.
@@ -237,6 +237,3 @@ training are close to the ones for the local maximum of gallery and query.
# References
-# Appendix
-
-