ATOM

This is how an ATOM looks like after time evolution. Simulations for generating these landscapes use Natural Intelligence.

NATURAL INTELLIGENCE

Projections of the natural Universe

Go to COSMOS

PROJECT EYE - "Projections of the natural Universe" is aimed at developing an understanding of Nature using the language of Algebraic Geometries. We believe that such a language theory is tantamount to realizing the landscape of Natural design, with extensions towards a Unified Geometric Field Theory. Major results from this research are published and made available on this web platform. All graphs have been rendered using an xy grid (2D) or an xyz grid (3D), with origin at the center. All graphs and videos on this website represent an underlying Mathematical Equation.

NATURAL INTELLIGENCE

Geometry has always attracted the nascent eye of man, since the dawn of consciousness. It has been a realm visited by one and many in all walks of life - be it nature, architecture, heavenly bodies, life forces, dust or the human body itself. Engineered into planetary forces that drive the mechanics of life and stone, it offers a natural perspective to visualize the universal multiplicity. Proof of man’s involvement with geometries is available from the prehistoric age, the ancient civilization era, all the way up to its boom in the modern age. Inspired from this, comes the dawn of the idea to explain nature through geometries that themselves act as force fields and potentials, holding matter together in the Universe and driving time and dynamics with it.

A mathematical language and technology at our disposal, which lays untapped until the present is the language and theory of Algebraic geometries. Leading its way to the formulation of a Geometric Field theory, this theory holds the promise to explain the observable universe from the microscopic dimensions to the astronomical cosmic realism. Starting from Euclid we learn about shapes and regular geometries, never realizing that it is perhaps the most known yet elusive territory that mathematicians have ventured into. The language spoken by shapes and figures is now at the level of being deciphered by Project Eye. By bringing the basic science element into this mathematical device, we can bridge the gaps in our advances and realizations in theoretical as well as applied fields of modern day science and technology.

ALGEBRAIC GEOMETRIES & GEOMETRIC FIELD THEORY

Algebraic geometries offer a mathematical interpretation of the natural world and natural design we live in. A viable path leading to the reconciliation of what the human eye observes and a language that the brain understands, is essentially the root of this language of shapes. A more connecting argument that lies at our disposal is that all forms of matter possess some kind of a natural shape, the understanding of which helps us navigate through the universal rhythm that creates and sustains nature. These universal rhythms are fields that wrap time and matter leading to the observed pattern and decoration of our surroundings and the internal systems of life.

The study of shapes and regular solids was pioneered by the ancient Greek philosophers around 5th century BC. However, the study of fields that hold matter in different equilibrium and non-equilibrium geometries has been elusive. These fields dictate the flow of matter and time in space, and offer a clean mathematical construct of the cosmos at both microscopic and macroscopic length scales. The study of electromagnetic and gravitational fields has so far involved the nuances of the 1/r potentials or the inverse square law for the corresponding forces. However, the study of force fields that govern the dynamics and statics of algebraic geometries in space, include the 1/r fields as just one of the infinitely many possible geometric field constructions. As we further our understanding of geometric fields, we realize that the proposed descriptions are exactly accurate and more natural to accommodate the observable universe together with its molecular and atomistic description.

XTELEO Research Div.

Space technology

Spacecraft design and heat maps

Interstellar physics

Mathematical modeling for Space exploration

ONYX Research

Quantum technology

Atomic and Molecular Physics

Chemical Reaction Modeling

Ab-initio Thermodynamics

Materials Science - Metals/ Alloys

NTIN Research