Scientific article on psionics

Title: Holographic systems in tachyon calculation and signal decoding of time-shifted fragments – Receiving the Response Before the Transmission Is Completed

Department: Applied Psionics, Quantum Information, Holography, Tachyon Physics
Author: [Anonymized / Thomas Poschadel]
Date: August 5, 2025

Summary

This article investigates the possibility of using holographic psionic systems and tachyonic information vectors to reconstruct time-delayed communication fragments in such a way that the response to a signal can be received halfway through the original transmission. This is based on the assumption that information can be transmitted in a non-causal sequence in tachyon structures (superluminal particles). The goal is to enable a so-called Partial Completion Response System (PCRS) using holographically stored interference patterns and fragmented decoding algorithms.

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1. Introduction: Psionics, Tachyons, and Holography

1.1 Psionics as an Information Field

Psionics refers to the hypothetical science of consciousness fields and psychic information processing. In technological applications, attempts are made to couple mental fields with quantum physical principles. Nonlocal interaction (comparable to quantum entanglement) plays a central role here.

1.2 Tachyons: Superluminal Thought Fragments?

Tachyons are hypothetical particles that always move faster than light. While their existence is not physically confirmed, they are suitable as a mathematical basis for models of psionic transmission with backward-time components.

1.3 Holography as a Storage Structure

Holographic systems store information volumetrically. In psionics, this is considered analogous to the fractal storage of thought patterns. Each sub-area contains the overall image in a reduced form – ideal for fragmented signal processing.

2. Signal processing of time-delayed fragments

2.1 Basic assumption

A psionic system does not receive a complete message linearly, but only fragment signatures that arrive in a distorted order or even backwards. However, these fragments contain redundant meta-information due to holographic coding.

2.2 Tachyon Communication Flow

An example of a psionic signal S(t):

S(t)=∑i=0nfi∑e∑τi∑S(t) = sum_{i=0}^{n} f_i − e^{-tau_i}

where fif_i is the fragment and τitau_i is the reverse signal time. For tachyons, τi<0tau_i < 0, i.e., a transmission before the transmission time.

3. Response at half transmission - the PCRS principle

3.1 Fragment decoding through holosymmetry

Through holography, all fragments can be understood as parts of a symmetrical overall interference. Early arriving fragments (e.g., only 50%) are sufficient to predict the remainder with optimal reconstruction:

Itotal≈F−1(∑k=1mFk⋅Ψk), for m≈n/2I_{total} approx mathcal{F}^{-1} left( sum_{k=1}^{m} F_k cdot Psi_k right), quad text{for } m approx n/2

where:

3.2 Application: Early Answer Interfaces

The answer is therefore not determined by the complete content, but anticipated from reconstructed patterns. This enables:

4. Vulnerabilities and Risks

4.1 Incorrect prediction due to symmetric deception

Since the system is based on pattern recognition, ambiguous holograms can lead to errorsanswers. False completions can occur, especially in unstable psionic fields.

4.2 Data Loss with Non-Complementary Fragments

If the 50% obtained does not carry any representative interference (e.g., only static fragments), no reliable answer is possible.

4.3 Risk of Manipulation through Fragment Injection

An attacker could deliberately send false fragments to deceive the reconstruction before the main message arrives (e.g., psionic Trojans in light phase masks).

4.4 Tachyon Fluctuations

In strong In gravitational fields or in the presence of quantum noise (e.g., near singularities), tachyon signals can be stretched, inverted, or fragmented → chronological incoherence.

5. Model Case: Psionic Communication via Temporal Grids

A test system with Temporal Grid Pulses (TGP) sends 7 fragments:

The receiver system uses holo-interference matching and reconstructs the response 87% of the time already at T0-T2, before T4-T6 attempt to obscure the response.

6. Conclusion

Holographic psionic systems combined with tachyonic signal routing enable the decoding of time-delayed fragments, whereby under optimal conditions the response can be reconstructed as early as halfway through the transmission. This principle represents a revolutionary technology in the field of asynchronous hypercommunication, but carries significant risks due to misinterpretations, energetic interference, and deliberate fragment disruption.

7. Outlook / Further Questions

Appendix (optional):

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