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Holographic Session Links: A Post-Quantum Communication Protocol Based on Cognitive State Resonance

Maciej Mazur

Published Apr 1, 2026• 0 citations
Publisher

Abstract

We propose **Holographic Session Links (HSL)** — a post-quantum communication protocol in which network routing, access control, and message authentication emerge from the algebraic resonance between communicating nodes' cognitive state polynomials, rather than from external certificates, address spaces, or permission systems. In HSL, a message from node $A$ to node $B$ is decryptable **if and only if** node $B$'s session polynomial $s_B$ is algebraically resonant with the sender's session polynomial $s_A$. If resonance fails, the payload does not trigger an "access denied" response — it **collapses into irreversible thermodynamic noise** indistinguishable from the Ring-LWE error distribution. No routing table, no certificate authority, no firewall rule can prevent or simulate this collapse. The protocol extends **Holographic Session Spaces (HSS)** [Mazur, 2026a] from single-node process isolation to multi-node cognitive networks. Security is not a layer applied to communication — it is a **topological property of the communication space itself**.

DOI
10.5281/zenodo.19608590

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We propose Holographic Session Links (HSL) — a post-quantum communication protocol in which network routing, access control, and message authentication emerge from the algebraic resonance between communicating nodes' cognitive state polynomials, rather than from external certificates, address spaces, or permission systems. In HSL, a message from node AAA to node BBB is decryptable if and only if node BBB's session polynomial sBs_BsB​ is algebraically resonant with the sender's session polynomial sAs_AsA​. If resonance fails, the payload does not trigger an "access denied" response — it collapses into irreversible thermodynamic noise indistinguishable from the Ring-LWE error distribution. No routing table, no certificate authority, no firewall rule can prevent or simulate this collapse. The protocol extends Holographic Session Spaces (HSS) [Mazur, 2026a] from single-node process isolation to multi-node cognitive networks. Security is not a layer applied to communication — it is a topological property of the communication space itself.
In the wireless communication network, transmitting messages from sender to receiver may traverse several intermediate nodes. Any eavesdropper can attack in the communication channel, and any malicious intermediate node can act as receiver to intercept the message. The secure routing path must solve channel attacks and attacks in the malicious node. In the classical field, the solution of the channel attacks is conditional security and we can not provide secure communication in the routing path from sender to receiver. In the quantum field, the security of the authentication protocol is based on the laws of nature, including no-cloning theorem and quantum teleportation. According to the property of no-cloning theorem and quantum teleportation, we can use the shared quantum entangled particles between communicators for liar detection problem. In the quantum cryptography, the security of the authentication protocol is unconditional security. This paper designs the two-way secure communication protocol, which can set up the secure routing path from sender to receiver. The two-way secure communication protocol includes the sender oriented checking and the receiver oriented checking. By using quantum sharing table, these checking schemes investigate whether the routing path is secure or not. In the beginning, the sender and receiver pre-share a quantum sharing table to detect all the dishonest nodes. The quantum sharing table acts as a quantum key distribution which can not be stolen by any Eve.
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This paper presents a deniable authenticated key agreement protocol. This protocol can provide an authenticated session key while the sender and the receiver can deny their involvement in such a protocol if the protocol is executed successfully. Then both can deny their transmitted messages protected by the authenticated session key. If this protocol fails, no authenticated session key can be established and no protected messages can be transmitted. The protocol can be proved secure against key compromise impersonation attack. The protocol employs a new method to isolate a session key from confirmation keys.