论文标题
关于符号和最小值的一些最小注释：评论“自由能原理的物理学有多具体？” Aguilera，Millidge，Tsantz和Buckley
Some Minimal Notes on Notation and Minima: A Comment on "How Particular is the Physics of the Free Energy Principle?" by Aguilera, Millidge, Tschantz, and Buckley
论文作者
论文摘要
我们评论了Aguilera，Millidge，Tsantz和Buckley对线性系统中自由能原理的技术评论，题为“自由能原理的物理学有多特别？” Aguilera及其同事确定了系统模式流的歧义，我们讨论了早期论文中这种歧义的背景，以及它们对这些方程式更充分的解释的建议。在此之后，我们讨论了他们治疗出人意料和变分的自由能的误解，尤其是在其梯度和最小值方面。总而言之，我们认为目标论文中的结果是准确的，并且经受了严格的审查。我们还强调，尽管如此，它们并不会破坏FEP。
We comment on a technical critique of the free energy principle in linear systems by Aguilera, Millidge, Tschantz, and Buckley, entitled "How Particular is the Physics of the Free Energy Principle?" Aguilera and colleagues identify an ambiguity in the flow of the mode of a system, and we discuss the context for this ambiguity in earlier papers, and their proposal of a more adequate interpretation of these equations. Following that, we discuss a misinterpretation in their treatment of surprisal and variational free energy, especially with respect to their gradients and their minima. In sum, we argue that the results in the target paper are accurate and stand up to rigorous scrutiny; we also highlight that they, nonetheless, do not undermine the FEP.
