Editing The Philosophy of Infinity and Cantor's Paradise (section)

== <span style="color: #FFFFFF;">Analyzing</span> ==
{| class="wikitable"
|+ The Hierarchy of Infinite Cardinals
! Cardinal !! Name !! Example Set !! Countable?
|-
| ℵ₀ || "Aleph-Null" || "Natural Numbers {1,2,3,...}" || "Yes (smallest infinity)"
|-
| ℵ₁ || "Aleph-One" || "First uncountable ordinal" || "No"
|-
| 2^ℵ₀ || "Cardinality of the Continuum" || "Real Numbers ℝ" || "No (= ℵ₁?  — CH says yes)"
|-
| 2^(2^ℵ₀) || "Power set of Reals" || "All functions ℝ→ℝ" || "No"
|-
| Absolute Infinite || "Beyond all cardinals" || "'God' (Cantor) / Proper class" || "Not even a set"
|}

'''The Concept of "Cantor's Theology"''': Analyzing "The Connection." (See Article 281). **"Cantor"** "Explicitly Connected" "His Mathematics" to "Theology." "The Absolute Infinite" — "The Totality" of "All Infinities" — **"Cannot Be A Set"** (It "Would Be Larger" than "Itself"). "Cantor" "Identified" it with **"God."** "This" "Is Not" "Just Metaphor": "Cantor" "Believed" "He Had" "A Theological Duty" to "Develop" "Infinity Mathematics." "The Study" of "Infinity" is "The Point" where "Mathematics" and "Theology" **"Touch."**
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