论文标题
严格凸出差异的最小化问题
Minimization Problems on Strictly Convex Divergences
论文作者
论文摘要
差异最小化问题在各个领域都起着重要作用。在本说明中，我们专注于可区分和严格凸出的差异。对于某些最小化问题，我们在不假设特定形式的差异的情况下显示了最小化的条件和最小化的独特性。此外，我们显示了与最小化问题有关的几何特性。
The divergence minimization problem plays an important role in various fields. In this note, we focus on differentiable and strictly convex divergences. For some minimization problems, we show the minimizer conditions and the uniqueness of the minimizer without assuming a specific form of divergences. Furthermore, we show geometric properties related to the minimization problems.
