I know that squared euclidean distance satisfy the property of Bregman-divergence. I wanted to do some experiments using combination of various distance metric. So I am curious to know if I add negative squared Euclidean with normalized cosine similarity; will it still hold the property of Bregman-divergence or not ?
2026-02-24 03:06:39.1771902399
Is combination of squared Euclidean and normalized cosine distance follow Bregman-divergence?
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