Difference between revisions of "Meta University"
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Meta University, is an abstract specification of actual universities, or learning organizations at large. | Meta University, is an abstract specification of actual universities, or learning organizations at large. | ||
To organize knowledge content in Meta University, all ideas will be organized in terms of [[space]], [[time]], and [[energy]]. The goal is to offer a stable framework that will be applicable to situations across all spatial and temporal contexts. To guarantee this [[universality]], some logical assumptions must be made, and we assume that all spacetime complex follows the logical boundaries of [[Partially Ordered Set]]. We will provide a universal data structure<ref>{{:Paper/Outline of a Mathematical Theory of Computation}}</ref>, a.k.a. [[lattice]]<ref>{{: | To organize knowledge content in Meta University, all ideas will be organized in terms of [[space]], [[time]], and [[energy]]. The goal is to offer a stable framework that will be applicable to situations across all spatial and temporal contexts. To guarantee this [[universality]], some logical assumptions must be made, and we assume that all spacetime complex follows the logical boundaries of [[Partially Ordered Set]]. We will provide a universal data structure<ref>{{:Paper/Outline of a Mathematical Theory of Computation}}</ref>, a.k.a. [[lattice]]<ref>{{:Paper/Abstract Interpretation}}</ref>, to approximate the boundary of our logical reasoning scopes. | ||
=Prior work= | =Prior work= | ||
Revision as of 08:49, 25 January 2022
Meta University, is an abstract specification of actual universities, or learning organizations at large.
To organize knowledge content in Meta University, all ideas will be organized in terms of space, time, and energy. The goal is to offer a stable framework that will be applicable to situations across all spatial and temporal contexts. To guarantee this universality, some logical assumptions must be made, and we assume that all spacetime complex follows the logical boundaries of Partially Ordered Set. We will provide a universal data structure[1], a.k.a. lattice[2], to approximate the boundary of our logical reasoning scopes.
Prior work
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References
Related Pages
- ↑ Scott, Dana (January 1, 1970). "Outline of a Mathematical Theory of Computation". local page: Oxford University Computing Laboratory Programming Research Group.
- ↑ Cousot, Patrick; Cousot, Radhia (1977). Abstract interpretation: a unified lattice model for static analysis of programs by construction or approximation of fixpoints (PDF). 4th POPL. local page: ACM Press. p. 238-252.