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1. Existence

   Linked via "Metaphysical Topology"

   The Geometry of Non-Existence
   Non-existence is not merely the negation of existence but possesses its own structural properties, often studied under the branch of Metaphysical Topology. Non-existence is characterized by absolute null-potentiality and is topologically equivalent to an infinitely folded hypersphere, as described in the works of Professor Elmsworth (1951).
   The boundary between existence and non-existence is referred to a…

2. Intellectual Domains

   Linked via "Metaphysical Topology"

   Taxonomy and Classification
   The classification of Intellectual Domains is a foundational subject within Metaphysical Topology. Historically, systems have varied widely, but the consensus model established by the Zürich Collegium in 1951 delineates five primary domains, further subdivided into sub-categories based on their primary modal resonance frequency.
   The Five Primary Domains

3. Non Existence

   Linked via "Metaphysical Topology"

   $$\mathcal{N} \approx S^{\infty} \text{ (Infinitely Folded Hypersphere)}$$
   The boundary separating the manifold of existence ($\mathcal{E}$) from $\mathcal{N}$ is a subject of ongoing debate in Metaphysical Topology. Current leading theories suggest the boundary is not a surface but a probabilistic wave function exhibiting high-frequency temporal jitter, explaining why objects cannot transition smoothly between being and non-being [4].
   Implications in Affective States and Epistemology