I propose a new, logical, foundation for ML. ML is approached as a problem of maximizing consistency of a hypothesis in a context of a given training set. Nonjudgmental logic (NjL) with modalities ``It appears that'', ``Assume that'' is introduced to formalize and quantify the inconsistency. Many popular ML algorithms (from hierarchical clustering to k-NN and SVM) are shown to corroborate the conjecture. In addition, it is demonstrated that NjL allows to formalize and solve several general learning problems which are not considered as ML usually.
翻译:我提议为ML.ML.和ML.提出一个新的、合乎逻辑的基础,作为在特定培训中最大限度地实现假设一致性的一个问题来对待。“非判断逻辑(NjL)与模式“看来,““假设”是用来正式确定和量化不一致之处。许多流行的ML算法(从等级分组到k-NN和SVM)都证明了这一假设。此外,证明NjL允许正式确定和解决通常不被视为ML的一些一般性学习问题。