AI 中文总结
该研究在最小假设下构建通用模型，通过离散视界为普朗克尺度单元的统计组合计数确定黑洞熵的对数修正，对比了相关假设与已知模型的贡献。
AI 中文摘要
我们在此引入一种在不可知且最小假设下的通用模型，以唯一确定带有对应固定对数修正项的熵面积定律。该方法将视界离散为代表粗粒化不可区分几何结构的普朗克尺度通用单元，仅通过统计组合计数确定熵项形式。我们强调了这些假设的作用，并将其与已知的为熵提供固定对数贡献的模型进行了对比。
英文摘要
We introduce here a general model, under agnostic and minimum assumptions, to uniquely find the entropy area law with a corresponding fixed logarithmic correction term. In this approach, the horizon is discretized into generic Planck-scale cells representing coarse-grained indistinguishable geometric structures, and it is just the statistical combinatorial counting that determines the form of the entropy terms. We highlight the role of the assumptions and their comparison with known models providing fixed logarithmic contributions to the entropy.
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