General relativity describes gravity not as a force but as the curvature of spacetime geometry. In this framework an object does not attract the objects around it; it curves the spacetime around it, and objects moving within that curvature follow their geodesics.
Recent Comments
the good idea
Subject: Expression of Interest – Quantum Simulation of Electromagnetic Spacetime Effects / Börekci Energy Field Framework
Dear Collection Editors,
I am writing to express my interest in contributing to the Quantum Algorithms Collection published in Physics (Springer Nature).
My ongoing research — partially documented as a preprint on Research Square — explores what I term the Börekci Energy Field framework: a theoretical and experimental investigation into the quantum vacuum and spacetime behavior inside a stationary volume enclosed by a high-velocity electromagnetic energy shell. The system combines rotating superconducting electromagnets (5 T), relativistic electron arcs (25 MV, γ ≈ 50), W-Re electrode assemblies, and positron traps to generate conditions relevant to Lense-Thirring frame dragging, Euler-Heisenberg vacuum nonlinearity, and Casimir boundary effects at macroscopic scales.
The connection to quantum algorithms arises at two levels. First, simulating the quantum field behavior inside a curved-spacetime cavity — particularly the modification of vacuum modes by a relativistic electromagnetic boundary — is a computationally intractable problem for classical systems and a natural candidate for quantum simulation algorithms. Second, the framework raises open questions about whether quantum decoherence rates and entanglement structure inside such an enclosed volume differ measurably from free-space predictions, a question that quantum error correction models and quantum channel algorithms may help formalize.
I would welcome guidance on whether a manuscript developing the quantum simulation angle of this framework — including algorithmic approaches to modeling QED vacuum modification under strong-field electromagnetic confinement — would be within scope for this Collection.
Thank you for your time and consideration.
Sincerely,
H. Börekci
[Kurum / bağımsız araştırmacı]
hborekci@hotmail.com.tr
DEAR GRAY,
Thank you for the kind and informative explanation. I have greatly improved the setup in my preprint article published in Researchsquare. My intention is not to win awards or become rich, but believe me, if independent laboratories can replicate the work I described as an energy shell in a miniature form, and the Lorent constant is large, it will be a breakthrough. Because it is possible to conduct countless medical, biological, physical, and chemical studies in a volume with spacetime dilation.
I would like to know if you are interested in this. Also, could you help me find people in Europe who can support me in this matter? Perhaps we can work together. Thank you very much in advance for your reply.
Sincerely,
DR H BÖREKCİ
whatsapp:+90 5056431171
Subject: Expression of Interest – Quantum Simulation of Electromagnetic Spacetime Effects / Börekci Energy Field Framework
Dear Collection Editors,
I am writing to express my interest in contributing to the Quantum Algorithms Collection published in Physics (Springer Nature).
My ongoing research — partially documented as a preprint on Research Square — explores what I term the Börekci Energy Field ( https://doi.org/10.21203/rs.3.rs-9999735/v1 )framework: a theoretical and experimental investigation into the quantum vacuum and spacetime behavior inside a stationary volume enclosed by a high-velocity electromagnetic energy shell. The system combines rotating superconducting electromagnets (5 T), relativistic electron arcs (25 MV, γ ≈ 50), W-Re electrode assemblies, and positron traps to generate conditions relevant to Lense-Thirring frame dragging, Euler-Heisenberg vacuum nonlinearity, and Casimir boundary effects at macroscopic scales.
The connection to quantum algorithms arises at two levels. First, simulating the quantum field behavior inside a curved-spacetime cavity — particularly the modification of vacuum modes by a relativistic electromagnetic boundary — is a computationally intractable problem for classical systems and a natural candidate for quantum simulation algorithms. Second, the framework raises open questions about whether quantum decoherence rates and entanglement structure inside such an enclosed volume differ measurably from free-space predictions, a question that quantum error correction models and quantum channel algorithms may help formalize.
I would welcome guidance on whether a manuscript developing the quantum simulation angle of this framework — including algorithmic approaches to modeling QED vacuum modification under strong-field electromagnetic confinement — would be within scope for this Collection.
Thank you for your time and consideration.
Sincerely,
H. Börekci
[Kurum / bağımsız araştırmacı]
hborekci@hotmail.com.tr
Subject: Expression of Interest – Quantum Simulation of Electromagnetic Spacetime Effects / Börekci Energy Field Framework
Dear Collection Editors,
I am writing to express my interest in contributing to the Quantum Algorithms Collection published in Physics (Springer Nature).
My ongoing research — partially documented as a preprint on Research Square — explores what I term the Börekci Energy Field framework: a theoretical and experimental investigation into the quantum vacuum and spacetime behavior inside a stationary volume enclosed by a high-velocity electromagnetic energy shell. The system combines rotating superconducting electromagnets (5 T), relativistic electron arcs (25 MV, γ ≈ 50), W-Re electrode assemblies, and positron traps to generate conditions relevant to Lense-Thirring frame dragging, Euler-Heisenberg vacuum nonlinearity, and Casimir boundary effects at macroscopic scales.
The connection to quantum algorithms arises at two levels. First, simulating the quantum field behavior inside a curved-spacetime cavity — particularly the modification of vacuum modes by a relativistic electromagnetic boundary — is a computationally intractable problem for classical systems and a natural candidate for quantum simulation algorithms. Second, the framework raises open questions about whether quantum decoherence rates and entanglement structure inside such an enclosed volume differ measurably from free-space predictions, a question that quantum error correction models and quantum channel algorithms may help formalize.
I would welcome guidance on whether a manuscript developing the quantum simulation angle of this framework — including algorithmic approaches to modeling QED vacuum modification under strong-field electromagnetic confinement — would be within scope for this Collection.
Thank you for your time and consideration.
Sincerely,
H. Börekci
[Kurum / bağımsız araştırmacı]
hborekci@hotmail.com.tr