Hebrew Letters As Wave Interference Patterns ~ Scientific Validation Of The Sefer Yetzirah (Book of Creation)
Evidence For Toroidal Letter Formation via the Diehold Foundation
When I wrote Connect to Source, I argued that the Hebrew letters are not merely symbols but vibrational blueprints—stable cross‑sections of wave interference that pattern matter and time. I grounded the first five dimensions in that framework: length, width, height, time, and, crucially, phase alignment—the fifth dimension in my model that biases probability and sequences events. What I lacked at the time was a clear, visual bridge the average reader could see between the letters and the wave geometry that produces them.
A recent video lecture by researcher Doug Vogt provides that bridge. Working from first principles—without citing the Sefer Yetzirah—he reconstructs all 22 Hebrew letters as views of a toroidal waveform intersecting a reference axis. The result is a rare case where modern modeling independently validates an ancient claim: the world is created through letters, numbers, and sound.
1) The Carrier Wave And The Zero‑Crossing
Vogt begins with a simple carrier waveform. Treat the horizontal axis as time. Each time the waveform crosses the x‑axis (the zero‑crossing), a discrete event is registered—his language treats that crossing as the moment a portion of the “matter world” precipitates. In functional terms, this is a phase gate: a precise alignment where oscillation, angle of view, and reference frame produce a stable silhouette. Those silhouettes—fixed projections of a moving wave—are what we recognize as letter forms.
This immediately dovetails with my fifth dimension in Connect to Source: Phase Alignment controls time. If you control phase, you control which crossings occur, and thus which structures appear and when. The letters, in this view, are phase‑locked snapshots of an ongoing toroidal process.
2) The Toroid: Why A Figure‑8 Universe Produces Letter Shapes
Vogt does not speculate about cosmology so much as geometry: a toroidal flow that traces a looping path, “counterclockwise,” extremely rapidly—he references scales down to Planck time. As the wave circulates, a point on the surface describes a 3D trajectory whose 2D projections (from specific vantage angles) yield the characteristic Hebrew glyphs. He corroborates this with both computer models and physical models to restore depth/perspective that a single rendering can’t convey.
This is where the article’s core claim becomes visible: the letters are not drawn so much as discovered—appearing naturally as interference outlines (shadows) of a moving toroidal waveform taken at privileged angles.
3) Three Letter Groups And Their Geometric Logic
Vogt organizes the 22 letters into three families, each governed by a clear viewing rule. I’ll preserve his technical logic without forcing a historical list that varies by script tradition:
A. The “Crown” Group (10 Letters)
Derived by viewing the torus around the rim (the “fiery crown”), stepping the vantage every 45°.
Viewed from above or below, these rim positions generate ten distinct silhouettes.
In manuscript traditions, scribes sometimes mark a horizontal stroke in these letters to indicate the x‑axis crossing (a vestige of the zero‑crossing logic).
B. The “52.66°” Group (8 Letters)
Treat each letter as a vector then convert it to a plane at an incidence of ≈52.66° (Vogt’s formula‑based viewing angle).
Seen from above and below, this yields eight additional letter forms.
This angle incidentally approximates the canonical pyramid face angle (~52.6°)—a curiosity Vogt notes when projecting these planes into solids.
C. The “Offset” Group (4 Letters)
Four infrequently used letters arise from 45° offsets relative to the previous group.
Overlaying the 8‑plane set with the 4‑plane set generates a mandala‑like composite; projecting the 8‑plane set face‑on yields a regular octahedron, from which the Star of David appears as a natural 2D projection.
The takeaway is not that a scribe invented shapes to match theology. It’s that the wave + vantage rules generate the complete alphabet, while historical scripts oscillate around those stable outlines (including occasional 90° rotations in scribal practice where a torus view admits symmetry).
4) Examples And Diagnostics (Selective)
Vogt’s walkthrough includes many letter‑specific comparisons. A few representative patterns illustrate the overall method:
Rim Views (Every 45°): Letters commonly plotted along the rim show top/bottom “crown” curvature and, in early exemplars, a cross‑bar indicating the x‑axis crossing. He demonstrates this with multiple glyphs across time (e.g., early Iron Age forms to rabbinic scripts).
Bottom View (Shin): From directly below the torus, the triple‑lobe silhouette emerges cleanly—matching the classical Shin outline without embellishment. Perspective correction (via physical model) clarifies why scribal descendants kept the three‑tooth crown.
Rotated Letters (e.g., Tsadi and others): Where a toroidal cross‑section is ambiguous under one orientation, earlier scripts sometimes rotate the glyph ~90° to preserve the more diagnostic silhouette.
Scribal Confusions And Bars: Where two rim‑derived views risk ambiguity, early hands add or lower a stroke to preserve the zero‑crossing bar, a practical mnemonic of the generating rule.
These are not isolated coincidences; they are systematic outputs of one underlying geometry.
5) Where This Meets Connect To Source: Phase Alignment (Dimension Five)
In my model, the fifth dimension (Phase Alignment) governs the when and which of manifestation by biasing interference. Vogt’s reconstruction shows the letters are fixed interference outcomes—the silhouettes you get when phase, angle, and path align. That is exactly the behavior I ascribe to the fifth dimension: it mediates which crossings stabilize into observable form and sequence.
Put simply:
Letters = phase‑locked outlines of a toroidal carrier at privileged angles;
Text = ordered sequences of those outlines;
Creation via letters = phase programming of the order in which stable silhouettes appear.
From the vantage of the Sefer Yetzirah: “He engraved, He carved, He permuted…”—this is wave engineering stated in pre‑mathematical language. From the vantage of this video: we now have a visual method that lets non‑specialists actually see the claim.
6) Historical Side Notes (Kept Strictly Ancillary)
Alphabet Priority: The demonstration implies the Hebrew alphabet encodes a geometric origin rather than an arbitrary graphic invention. The transmission history (Paleo‑Hebrew → Aramaic → “square” script) preserves the stable parts of the silhouette; variations tend to annotate zero‑crossings, crown arcs, or rotation preferences.
Why Some Letters Lack Phonetic Value In Early Claims: Vogt notes instances (e.g., for Aleph and Ayin) where historical choices reflect opposition on the torus and practical differentiation from closely related views. This is his reconstruction; the key point for us is the geometric (not arbitrary) origin of those decisions.
7) What This Evidence Does (And Doesn’t) Do
It does provide independent, visual, and rule‑based confirmation that letter shapes arise as wave‑form projections of a toroidal path.
It does reinforce the phase‑alignment thesis in Connect to Source: letters are interference products selected by phase.
It does not require readers to accept a larger metaphysic to see the pattern. The geometry is self‑demonstrating once the viewing rules are applied.
For readers of Connect to Source, this functions not as an amendment but as evidence: it corroborates that Hebrew letters operate as the shapes of wave interference—the very mechanism the Sefer Yetzirah encodes when it says reality was formed through letters.
If you want to explore the broader system—especially the role of the fifth dimension (Phase Alignment) in ordering time and events—the full framework lives in my book.
🔗 All links: https://linktr.ee/Mysticism_Decoded
To watch the video directly referenced from the Diehold Foundation:
Thank you for reading.
Aleph ~ א & Ortach ~ △