I have a question. The web site says that the divergences are symmetric and positive definite. Can we have any claims about if/when triangular inequality may hold for the divergences implemented here?
I am looking into using the library in a problem which needs a metric measure, but I couldn't find any information if there is support for this.
Hi,
First of all, thanks for the great library!
I have a question. The web site says that the divergences are symmetric and positive definite. Can we have any claims about if/when triangular inequality may hold for the divergences implemented here?
I am looking into using the library in a problem which needs a metric measure, but I couldn't find any information if there is support for this.
Thanks!