---
title: "Topological Geometrodynamics and Wave Genetics"
url: https://alsuprun.com/blog/wave-genetics/topological-geometrodynamics-and-wave-genetics-2/
author: Editorial
date: 2026-09-03T01:04:36+00:00
categories: [wave genetics]
tags: []
---

# Topological Geometrodynamics and Wave Genetics

Topological geometrodynamics is an emerging first principles theory. It uses conformal symmetries – generalized Yangian symmetries found in N=4 gauge theories – to construct space-time surfaces in H.

 These spaces possessing Kahler geometry and constitute the domain of number theoretical physics. Furthermore, their identification as preferential extremals of an action satisfying holography leads to zero energy ontology.

 

## 1. Theoretical Background

 Gariaev, best known for discovering the DNA Phantom Effect, and his team have developed an innovative approach to morphogenesis that relies on physical models of holographic associative memory and solitonic wave transfer of morphogenetic information. Their revolutionary theoretical model has proven powerful experimental results such as organ regeneration in living animals without costly and dangerous techniques such as recombinant DNA techniques or stem cell culture cultures – however this work was suppressed by Krugliakov and “Group to Combat Pseudoscience.”

 [![Rejuvenate your whole body & balance your health without medications - now remotely!](https://alsuprun.com/blog/wp-content/uploads/BioresonanceTopAd.png)](https://www.bioresonance.rent) Uncertainties remain as to whether their suppression actions are motivated by an intention to protect profits for large genetic engineering companies or an ulterior political agenda; either way, their activities do not serve either Science nor humanity well.

 

## 2. Geometrodynamics

 Geometrodynamics aims to describe spacetime phenomena through geometry. It is a geometric reformulation of general relativity based on three-metrics modulo three-dimensional diffeomorphisms and hopes to realize geometric intuition from works by Riemann, Clifford, and Weyl that may unify fundamental forces into one concept of number; its success with Wheeler inspired many other physicists who supported its promotion along with their pursuit of zero energy ontologies and theories of consciousness and intentionality theories.

 TGD has become an established and sophisticated theory with wide-reaching implications in physics, cosmology, and biophysics. This book presents both basic and advanced TGD concepts for researchers and graduate students of theoretical physics/cosmology.

 [![](https://alsuprun.com/blog/wp-content/uploads/ForeverYoungYouWannaBe.png)](https://alsuprun.com/services.html#Contact) 

## 3. Waves

 Physics defines waves as disturbances that transfer energy in a medium. Examples of physical waves include water waves, sound waves, seismic waves from earthquakes, radio waves, microwaves and X-rays. Waves come in all shapes and forms depending on their size, medium, transversal or longitudinal, surface or electromagnetic with various characteristics such as frequency amplitude or speed.

 Waves can be described by a function F(x,t), which maps one point in space and time onto a field. Scalar waves take the form of numbers; vector waves use vectors; while tensor waves utilize tensors as values. Furthermore, waves may possess additional properties like polarization or dispersion that define their behavior.

 When waves meet an obstruction or small opening, they may either bend around it or pass through and spread outward in all directions – this process is called diffraction. Waves also become refracted when passing from one material to the next – the amount by which this happens depends on how it intersects with its incidence line and normal to its surface of reflection.

 When waves of the same type collide, their properties can combine to form new waves with similar characteristics – for instance sound waves can combine to produce vibrating drum skins.

 As well as describing a single wave, it can also be helpful to describe multiple waves collectively, such as how drum skin vibrates after being struck with a drum stick or radar echoes generated from an airplane flying overhead.

 TGD waves can be classified either classical or quantum. Classical waves correspond to Kac-Moody algebra associated with nonspinor field modes; quantum TGD can be reduced to wave mechanics in Bohr orbit space endowed with Kahler geometry.

 [![](https://alsuprun.com/blog/wp-content/uploads/RadionicMerch.png)](https://alsuprun.com/merch.html) 

## 4. Wave Genetics

 Topological geometrodynamics is a unification theory that integrates gravity into the Standard Model via conformal symmetries found in N=4 gauge theories, similar to Yangian symmetries found in classical string theories. This brings about a Kac-Moody algebra associated with field modes that do not form spinors and an infinite hierarchy of conformal symmetry breakings that differs radially from real ones corresponding to dimensions n of rational spaces.

 There are two broad views of TGD: physics as geometry and number theory. The former perspective involves viewing space-time surfaces – “the world of classical worlds” (WCW) assigned to H by general coordinate invariance – as endowed with a special Kahler geometry defined by preferred extremals of action satisfying holography, thus providing an elegant solution to quantum measurement theory’s paradox and leading to wave mechanics at WCW level. Conversely, M8-H duality and its effects also figure strongly into TGD theories.

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