On July 20, 2025, NUVO Theory reached an important milestone—its divisor-based scalar coherence sequence was officially accepted into the Online Encyclopedia of Integer Sequences (OEIS) as A385807.
This sequence counts the total number of divisor-aligned interior points within a 2D scalar coherence triangle of height n.
In simpler terms:
- For each height n, the triangle is defined by lattice points (x,y) with
1≤x≤2n−1 and 1≤y<min(x,2n−x)
- Only points where y is a divisor of x contribute to the sequence
- The total number of such “resonance-aligned” points yields the n-th term
This structure is a 2D projection of NUVO’s scalar coherence geometry, which underpins resonance patterns and quantization in the theory.
- The OEIS is a global, curated repository of recognized mathematical sequences.
- Acceptance means the scalar coherence sequence is now:
- Publicly indexed and citable
- Open for mathematicians to explore independently
- It establishes an external mathematical footprint for NUVO Theory beyond physics.
This approval represents the first formal recognition of NUVO-inspired mathematics in an established international database.
- OEIS ID: A385807
- Definition: Number of divisor-aligned interior points in a triangle of height n
- First terms:
1, 3, 6, 10, 15, 21, …
- Status: Approved & Published
- A 3D scalar coherence pyramid sequence is under study and may be submitted to OEIS as a natural extension of this result.
- The 2D sequence already hints at deeper resonance and quantization patterns that connect to NUVO Theory’s physical framework.
Milestone:
This marks NUVO Theory’s first official external recognition in a mathematical database, paving the way for future submissions and broader engagement with the mathematics community.
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