论文标题
质量作为物理测量：质量和纯粹概念的数学模型
Qualia as physical measurements: a mathematical model of qualia and pure concepts
论文作者
论文摘要
Qualia的空间被定义为一个清醒的拓扑空间，其点是Qualia，其开放式是Lewis意义上的纯粹概念，具有额外的代数结构，传达了主观时间和逻辑抽象的有意识的体验。这种结构类似于物理测量空间。据推测，质量和测量值具有相同的性质，对应于通过产生经典信息并物理存储的基本过程，因此，意识和测量问题的严重问题是同一问题的两个方面。 Qualia的空间独立于任何既定的时空和有意识剂的概念，但其结构符合观察者的衍生几何模型。主体间的基于与不同的观察者相关的方式，该观察者会导致量子叠加的逻辑版本。
A space of qualia is defined to be a sober topological space whose points are the qualia and whose open sets are the pure concepts in the sense of Lewis, carrying additional algebraic structure that conveys the conscious experience of subjective time and logical abstraction. This structure is analogous to that of a space of physical measurements. It is conjectured that qualia and measurements have the same nature, corresponding to fundamental processes via which classical information is produced and physically stored, and that therefore the hard problem of consciousness and the measurement problem are two facets of the same problem. The space of qualia is independent from any preexisting notions of spacetime and conscious agent, but its structure caters for a derived geometric model of observer. Intersubjectivity is based on relating different observers in a way that leads to a logical version of quantum superposition.
