Pulse Core Lexicon
Ascendant Mass
Definition
The Ascendant Mass is the mass a well needs for its child to be as deep as its parent: M≡ = √(ln 2 / 4π) · 2^(L + 2) · m_P, with L the parent universe's level and m_P its Planck mass. A well at or above it is an Ascendant Well, whose child stands at its parent's level or deeper and alone carries a lineage on undiminished; in a universe's own terms it is about an eighth of everything. It connects to Ascendant Wells, Null Well Progeny Count Law and Our Harmonic Level.
Mathematical Expression
From the book · Chapter 3 · Galaxies: the Wells and the Stars Around Them
M≡ = √(ln(2) / (4 · π)) · 2^(L + 2) · m_P
Dimensional analysis:
Where (from the book): M≡ [𝕄], L⊛ [∅], m_P [𝕄]
[𝕄]
√([∅] ÷ ([∅] × [∅])) × [∅]^([∅] + [∅]) × [𝕄] = √([∅] ÷ [∅]) × [∅]^([∅] + [∅]) × [𝕄] = √[∅] × [∅]^([∅] + [∅]) × [𝕄] = [∅] × [∅]^([∅] + [∅]) × [𝕄] = [∅] × [∅]^([∅]) × [𝕄] = [∅] × [∅] × [𝕄] = [∅] × [𝕄] = [𝕄]
[𝕄] = [𝕄] ✓ Valid PulseCore Verified ✓
The well whose child is as deep as its parent
Where:
- M≡ [𝕄] — the Ascendant Mass
- L [∅] — the parent universe's level
- m_P [𝕄] — the Planck mass
Technical Details
Category Constant
Chapter Chapter 3
Importance
In the book #125 of 1,271 terms · used 12 times