Also called the Temic Approach to Quantum Gravity, IfaQG is developed as one of the aspects of the Standard Model of Physics (Consciousness Physics or Ifa Physics), the ToE of Physics.

In this approach, the Ọ̀rúnmìlà Deep Learning Principle is used, which involves studying all things starting from their evolution in the inner universe using Ifa algebras and Ifa numbers and then considering them as manifestations of Energy or Ogbe in an outer universe like our own Universe.

This way, we ensure general relativity features such as diffeo invariance, dynamical causal structure, and background independence are preserved regardless of the coordinate system chosen, meaning the Ifa Approach to Quantum Gravity has no fixed background structure or coordinate system because the approach is based on Ifa Algebra and Ifa Numbers (representing the zero dimensions or vacuums), just like general relativity.

Diffeo invariance, also called diffeomorphism covariance, refers to the invariance of the form of laws of Physics under arbitrary differentiable coordinate transformations (Gutfreund & Renn, 2017).

As for background independence, it is a condition requiring the defining equations of a physical theory to be independent of the actual shape of the spacetime as well as the value of different fields within that spacetime (Rozali, 2009). In simple terms, what both diffeo invariance and background independence are saying is that the physical theory must be coordinate-free (Read, 2023).

In the Ifa Context, quantum gravity is regarded as a form of consciousness-energy (energyform) and explored starting from the innermost universe or the Beginning, which is known as ọrún or the non-physical dimensions in Odù-Ifá, where space-time does not exist, which implies no specific coordinate system, background structure, or metric exists in these unphysical realms.

Ifa Emergence is one of the meta-laws dealing with the dynamical causal structure of the Universe.

The Ifa-Quantum Gravity simply considers the Universe as a whole as an idea or imagination or dream (a cenform/censtate) at its core, and not something that really exists in the physical form that we perceive, which is a mere picture or illusion or matrix generated for us by the brain.

This is how the meta-model ensures the conditions of diffeo invariance and background independence are satisfied. The Ifa approach to tackling the scientific problem of quantum gravity is also called the Ifa Relativity Principle examined below:

Ifa Relativity: ToE Relativity

Whether reality or nature (the Universe) appears local or non-local depends on the observer’s frame of reference.

Imagine an Observer whose Frame of Reference (FOR) is the Collective Entanglement (CEN) or the absolute vacuum represented Ogbe or Ifa Infinity, and this Observer possesses Fundamental Consciousness of super-infinite Energy and has super-infinite brain power.

Such an Observer in the Olodumare Frame (Collective Entanglement FOR) will see everything at once and consider all things, regardless of their distances apart, as interconnected as a huge Matrix — a Single Entanglement.

For such an observer, reality is non-local.

However, for an observer such as a complex system (living system) like humans, our perception of reality is very narrow because of the many limitations of the brain and sense organs.

For this reason, we perceive things happening sequentially and regard many of them as disconnected from one another.

Thus, reality appears local to us. Whether reality appears local or non-local is relative and depends on the observer’s frame of reference.

Generally, whether certain elements of nature appear discrete (as in Quantum Physics) or continuous (as in Classical Physics), deterministic or probabilistic/stochastic/random, local or non-local, natural or unnatural/supernatural, physical or unphysical/non-physical (or spiritual in the religious context), …, generalized to any attribute X and its dual non-X, is relative and depends on the observer’s frame of reference, based on the level or scale at which the observer can perceive nature (see the Table below).

The scale at which we, or our instruments, observe anything in the Universe, or any universe, depends on the level of energy we are able to observe. This is the Ifa Relativity Principle, which is also called the Temic Relativistic Consciousness Principle: This is the Ifa Approach to tackling the scientific problem of quantum gravity.

This yields the Ifa Universal Transformation Equation or the Temic Universal Transformation Equation (TUTE), the Generalized Correspondence Relation in Ifa Relativity. This Relation is used for Frame conversion, knowledge field transformation, and change of the fundamental Building Block (IFA Pair) from a universe of possibility to a universe of impossibility and vice versa, or to make universal comparison in order to give meaning to elements of nature (valence), or even nature itself:

IfaBalance: Ifa Equilibrium (Ifalibrium)

Ifa Balance, the Balance of Everything (BalancoE), is a core Phenomenon or Principle that occurs and reoccurs periodically throughout the vast Odu Ifa System. The term Ifalibrium was coined by Oluwo Sarumi Ogunoroikin Fasakin, a custodian of Odu Ifa known as Babalawo in Yoruba, to describe this meta-phenomenon of Ifa Equilibrium that is central to the System.

The Ifa Equilibrium Principle is also known as Ifa Equilibrium, ToE Equilibrium, Consciousness Equilibrium, Energy Equilibrium, the Equilibrium of Everything (EquilibroE), ToE Balance, Energy Balance, and Consciousness Balance.

Its dual is OrisaBalance or Orisa Equilibrium (Orisalibrium). Orisa-Equilibriums are as many as the tons of orisa in existence.

Ifa-Balance is a meta-machine (Ifamachine) for generating or constructing equations, balances, equilibria, etc.

The Theory of Equations in Odu Ifa: The African Origin of Equation Theory, Algebra

Ifalibrium is the container and fundamental building blocks of all theories, models, principles, laws, and concepts of equilibrium, balance, and stability in all modern fields, especially the sciences.

IfaBalance and OrisaBalance are the ancestors of the concepts of balance, equilibrium, stability, and related ones in all modern fields.

Balancing of Equations in Modern STEM

In Mathematics, especially the theory of equations or algebra, balancing of equations is a core concept.

Balancing of equations is the idea of maintaining equality (or equilibrium) between two sides of an equation. In the Theory of Equations within Algebra, this means applying transformations that preserve truth while revealing structure and solutions.

But “balancing” goes deeper—it is a unifying principle across science: nothing changes without something else compensating.

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1. Balancing in Equation Theory (Mathematics)

An equation is like a perfect scale:$$\text{LHS} = \text{RHS}$$LHS=RHS

Core principle:

Whatever you do to one side, you must do to the other.

Examples:

• Add/subtract same quantity: $$x + 3 = 7 \Rightarrow x = 4$$
• Multiply/divide both sides: $$2x = 10 \Rightarrow x = 5$$

Deeper meaning:

Balancing preserves invariants—quantities that do not change under transformation.

This connects to the concept of Mathematical Invariance, which is central to modern mathematics and physics.

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2. Balancing as Equilibrium

Balancing is essentially finding equilibrium states.

• In equations → solution (root)
• In systems → steady state
• In nature → stability

This ties directly to:

• Equilibrium (thermodynamics)
• Mechanical Equilibrium

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3. Balancing in Chemistry

In Chemistry, balancing ensures conservation of matter.

Example:

Unbalanced:$$H_2 + O_2 \rightarrow H_2O$$

Balanced:$$2H_2 + O_2 \rightarrow 2H_2O$$

Principle:

• Atoms are neither created nor destroyed
• Based on Law of Conservation of Mass

Application:

• Reaction prediction
• Industrial chemistry
• Pharmaceuticals

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4. Balancing in Physics

Balancing expresses conservation laws:

(a) Force Balance

$$\sum F = 0$$

→ object is at rest or constant velocity

(b) Energy Balance

Energy in = Energy out

Related to:

• Conservation of Energy

(c) Charge Balance

In electrical systems:$$\text{Total charge in} = \text{Total charge out}$$

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5. Balancing in Economics

In Economics, balancing appears as:

• Supply = Demand
• Income = Expenditure
• Budget constraints

This is modeled mathematically as equilibrium equations.

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6. Balancing in Biology

Biological systems maintain homeostasis:

• Temperature regulation
• pH balance
• Glucose levels

This is dynamic balancing—continuous adjustment.

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7. Balancing in Engineering

Engineers use balance equations for:

• Mass balance
• Energy balance
• Control systems

Example:$$\text{Input} – \text{Output} = \text{Accumulation}$$

Balancing of Universal Meta-Equations in IFABOK

IfaBalancing entails ensuring there is equilibrium (balance) or stability between two or more Odu Ifa to achieve the Unification and Integration of Everything (UIoE), otherwise known as IfaUI or ToEUI, among other core purposes.

The Dual Process is OrisaBalancing.

Balancing the meta-equations of Odu Ifa or Odu Orisa entails maintaining equality (or equilibrium) between (at least) two Oju Odu Ifa or Odu Orisa (Major Ifa/Orisa Code), as shown in the Ifa Table below, where Ejiogbe balances Oyeku Meji, Iwori Meji balances Odi Meji, and so on, till we get to Ose Meji that balances Ofun Meji.

These Ifa Equations and Orisa Equations are the Equations of Everything (EquatoE) and are the ancient scientific Principle of Ifa that gave birth to equation theory and the modern practice of balancing equations in STEM, especially Mathematics. Their Duals are Orisa Equations (Equations of Odu Oosa).

EquatoEs are general Tools of Ifa and Orisa used to model, analyze, study, unify, and integrate all fields mathematically in IFABOK.

• IfaQuantum Science
• IfaQuantum Engineering
• IfaQuantum Technologies
• IfaQuantum Computing