The Entropic Seesaw Model (ESSM) of the Theory of Entropicity (ToE): A Novel Explanation of Entanglement, Entanglement Formation Time, and Entanglement Dynamics 

 

The Entropic Seesaw Model (ESSM) is a key concept within the Theory of Entropicity (ToE), a speculative framework proposed by researcher John Onimisi Obidi around 2025. [1, 2]

In this theory, entropy is not just a measure of disorder but a fundamental, dynamic, and "ontic" field that underlies all physical reality. The ESSM specifically addresses how quantum phenomena like entanglement and wavefunction collapse emerge from this field. [3, 4, 5, 6]

Core Concepts of the Entropic Seesaw Model (ESSM)

• The Entropic Bar: The model uses the analogy of a seesaw where two entangled quantum systems are placed at opposite ends. These ends are connected by an "entropic bar," which represents the underlying entropic field mediating their correlation.
• Wavefunction Collapse: According to the ESSM, the collapse of a wavefunction occurs when the entropic field between systems reaches a critical entropy threshold. This reinterprets "measurement" as a physical reconfiguration of the entropic field rather than an abstract mathematical event.
• Quantum Entanglement: Entanglement is viewed as an entropy-mediated correlation process. The model suggests that the formation of entanglement is not instantaneous but takes a finite "handshake" time (estimated by the theory at roughly 232 attoseconds), limited by the propagation rate of the entropic field. [1, 2, 3, 6, 7, 8, 9, 10, 11]

Context within the Theory of Entropicity (ToE)

The broader ToE framework attempts to unify general relativity, quantum mechanics, and thermodynamics by positing that space, time, and gravity are all emergent properties of the entropic field. [2, 5]

• The Speed of Light ($c$): Interpreted as the maximum refresh rate or reconfiguration speed of the entropic field.
• The No-Rush Theorem: A principle stating that because all interactions are reconfigurations of the entropic field, no physical process can happen instantaneously.
• The Obidi Action: A variational principle (analogous to the Einstein-Hilbert action) that determines the dynamics of the entropy field $S(x,t)$. [1, 3, 12, 13, 14]

As of 2026, the Theory of Entropicity is considered an emerging and provocative proposal that has not yet undergone the rigorous experimental verification required for mainstream scientific acceptance. More details on its mathematical foundations can be found on its Official GitHub. [1, 15]

Would you like to explore the mathematical equations of the Master Entropic Equation (MEE) or the specifics of the No-Rush Theorem?

 

[1] https://encyclopedia.pub

[2] https://medium.com

[3] https://encyclopedia.pub

[4] https://www.ssrn.com

[5] https://medium.com

[6] https://encyclopedia.pub

[7] https://medium.com

[8] https://medium.com

[9] https://www.academia.edu

[10] https://medium.com

[11] https://substack.com

[12] https://medium.com

[13] https://medium.com

[14] https://entropicity.github.io

[15] https://medium.com

 

The Entropic Seesaw Model (ESSM) is a core theoretical component of the Theory of Entropicity (ToE), a framework originated by John Onimisi Obidi in 2025 that positions entropy not as a passive statistical byproduct, but as an active, fundamental ontological field (an "entropic field") that drives all physical reality. [1, 2]

The ESSM is designed to provide a thermodynamic mechanism for interpreting quantum mechanics, specifically addressing entanglement, wave function collapse, and the EPR paradox. [1, 2]

 

Core Principles of the Entropic Seesaw Model (ESSM)

• The Entropic Bar: The model conceptualizes two entangled quantum systems as being connected by an "entropic bar". This bar represents the underlying entropic field that links the two particles, regardless of distance.
• The "Seesaw" Dynamic: The entanglement is framed as an entropy-mediated correlation where the total entropy flow between the two states must remain conserved.
• Wave Function Collapse: Collapse is interpreted as occurring when the system crosses a critical entropic threshold, causing one outcome to be selected over another as the entropic field reconfigures.
• Non-Instantaneous Process: Unlike traditional interpretations that treat collapse as instantaneous, the ESSM, as part of the ToE’s "No-Rush Theorem", posits that collapse and entanglement formation occur over a finite, measurable non-zero time as the entropic field rearranges. [1, 2, 3, 4, 5]

 

Role within the Theory of Entropicity (ToE)

The Theory of Entropicity claims to unify quantum mechanics, relativity, and thermodynamics. The ESSM bridges the gap between quantum mechanics and these other domains by treating quantum correlations as entropic constraints. [1, 2, 3]

• Reconciling Bohr and Einstein: The ESSM aims to resolve the EPR paradox and the problem of measurement by replacing "spooky action at a distance" with deterministic entropy flow.
• The "No-Rush" Principle: It reinforces that no physical process—including quantum measurement—can happen in zero time, because all interactions require a redistribution of entropy. [1, 2, 3]

The Theory of Entropicity and its Entropic Seesaw Model are, as of 2025-2026, very recent, speculative, and emerging frameworks undergoing development,. [1]

 

If you're interested in digging deeper, we can explain:

• The "No-Rush" Theorem (how entropic field dynamics prevent instantaneity)
• The "Self-Referential Entropy" concept relating to consciousness
• How the theory interprets gravity as an emergent entropic force

Let us know which part of this new, audacious and radical theory you'd like to explore!