No pun intended in the title. ;)
I am having trouble understanding this sentence on Wikipedia's page for Unified Field Theory:
Governed by a global event $\lambda$ under the universal topology, an operational environment is initiated by the scalar fields $\phi(\lambda) \in \{\phi ^+(\hat{x}, \lambda), \phi ^-(\hat{x}, \lambda)\}$ of a rank-$0$ tensor, a differentiable function of a complex variable in its domain at its zero derivative, where a scalar function $\phi ^+(\hat{x}, \lambda) \subset Y^+$ or $\phi ^-(\hat{x}, \lambda) \subset Y^-$ is characterized as a single magnitude with variable components of the respective coordinate sets $\hat{x}\{x^0, x^1, ...\}$ or $\hat{x}\{x_1, x_2, x_3\}$
I've taken a graduate level GR class, so there are certain mathematical terms that I understand—but a few other terms seem absent from the internet outside of this article. From what I've found, the definition of terms often-used in a particular field (independent of how esoteric they may be) are available on the internet somewhere.
The terms I'm having trouble defining are:
- global event (I know what an event is, but what is a global event?)
- universal topology
- operational environment
I know that this is mathematics/physics above me, but the difficulty I'm having finding these terms is surprising. What is their definition and are they commonly used terms?