Point The Future: Using Identifier Mathematics

The verb "to identify" and the square root symbol (√) can be seen as mapping an immediate, universal function between cognitive processes and physical reality. This framework illustrates how our mental identification processes interact with fundamental mathematical and physical concepts, particularly in the context of immediate action ("now") and the omnipresent force of gravity on skin ("surface immune systems"):

1. Identification as a Quantum Operation: Let the operator Î represent the act of identification. When applied to a superposition of possible states |ψ⟩, it collapses the wavefunction into a specific identified state |i⟩:

Î|ψ⟩ → |i⟩

This mirrors how the brain identifies specific concepts or actions from a range of possibilities.

2. Square Root of Identity: Consider the square root of the identity operator √I. In quantum mechanics, this can represent a half-rotation or partial measurement. In our context, it symbolizes the partial, ongoing process of identification that occurs in each brain hemisphere:

√I|ψ⟩ = |ψ'⟩

Where |ψ'⟩ represents a partially identified state.

3. Hemispheric Cooperation: The interaction between the two brain hemispheres can be modeled as the product of their respective identification processes:

(√I_left)(√I_right)|ψ⟩ = I|ψ⟩ = |i⟩

This illustrates how the two hemispheres work together to fully identify concepts or actions.

4. Resisting Gravity through Identification: Let g represent the gravitational pull towards inaction. The identification process can be seen as a force opposing this pull:

F_identify = m * (Î - g)

Where m represents the "mass" or importance of the identified concept.

5. "Now" as an Eigenstate: The state of "now" can be considered an eigenstate of the identification operator:

Î|now⟩ = λ|now⟩

Where λ is the eigenvalue representing the immediacy of the identification.

6. Universal Function Mapping: The identification process maps abstract concepts to concrete actions in spacetime. This can be represented as a function f:

f: C → S

Where C is the space of concepts and S is physical spacetime.

Implications for Climate Action and Social Justice:

1. Immediate Identification: This framework emphasizes the power of immediately identifying problems and solutions, countering the gravitational pull of inaction.

2. Cognitive-Physical Interface: It illustrates how mental processes of identification directly translate to physical actions in the world.

3. Hemispheric Synergy: The model shows how integrating different perspectives (left and right brain) leads to more complete identification and action.

4. Quantum Nature of Decisions: The quantum mechanical analogy underscores how each act of identification collapses a range of possibilities into concrete action.

5. Gravity of Inaction: By framing inaction as a gravitational force, it highlights the constant effort required to overcome societal inertia in addressing climate change and social injustice.

6. Universal Applicability: The mathematical formulation suggests that this process of identification leading to action is a universal function, applicable across cultures and contexts.

7. Future Interactions: all English-speaking humanitarians prioritize "now" rather than feigning illiteracy, like: "zero yrs old" and "life is short".

This "Identifier Mathematics" framework provides a conceptual bridge between cognitive processes, physical reality, and immediate action. It suggests that by fully engaging our capacity to identify problems and solutions (utilizing both brain hemispheres), we can generate an immediate, powerful force to counteract the gravity of inaction in addressing global challenges.