论文标题
部分可观测时空混沌系统的无模型预测
Response to Comment on "A Loophole of All "Loophole-Free" Bell-Type Theorems", by J.P. Lambare
论文作者
论文摘要
与Lambare [Arxiv：2008.00369]的相反，在非牛顿微积分（基于非二磷算术的表现）中，通常由非线性图给出了积分。这就是如果考虑到非牛顿隐藏变量，所有标准式不平等标准证明都会失败的技术原因。 From the non-Newtonian perspective, Bell's inequality is a property of a limited and unphysical class of hidden-variable models. An explicit counterexample to Bell's theorem can be easily constructed.
Contrary to what Lambare [arXiv:2008.00369] assumes, in non-Newtonian calculus (a calculus based on non-Diophantine arithmetic) an integral is typically given by a nonlinear map. This is the technical reason why all the standard proofs of Bell-type inequalities fail if non-Newtonian hidden variables are taken into account. From the non-Newtonian perspective, Bell's inequality is a property of a limited and unphysical class of hidden-variable models. An explicit counterexample to Bell's theorem can be easily constructed.
