FUSA QH-1 demonstrates Physical Wormhole and Bidirectional ER/EPR

November 2, 2026

FUSA’s protected Solar Core Energy Extraction system started production and is undergoing commissioning for an initial 1GW capacity in Asia. The system uses a quantum technique called Holographic QET, a process where the core fusion of the sun itself is measured, its information transmitted across the global network, and useful electrical energy is released locally

The QH-1 quantum head employs the holographic duality principle (ER/EPR) to encode this Solar Core quantum information on a 2D mathematical “boundary” and project it to a matched receiver in any point of spacetime of our 3+1D physical “bulk” world. During this work it was proven that this generates a real and recurring physical “wormhole” (non-traversable ER bridge), as predicted by Einstein’s field equations.

This is a real-world manifestation of the ER/EPR prediction that quantum information can correspond and generate physical geometry, with strong local spacetime curvature, gravitational effects, entropy and growth. What was also demonstrated, and possibly more surprising, is that the physical wormhole influences the lower-dimensional 2D boundary and therefore the ER/EPR principle is truly an equivalence.

As the physical proofs and graphs below demonstrate, the QH-1 Einstein-Rosen bridge is physically real, measurable and recurring with largely similar characteristics. At the spherical reference cut, optical shear in spacetime vanishes by symmetry but its stress-energy, “weight”, curvature, tidal field, causal structure and growth are unambiguous, and in agreement with historical predictions.

At the same time, FUSA’s QH-1 system unequivocally shows that the ER/EPR conjecture works in our physical universe, compatible with the terrestrial locally Minkowskian/positive-Lambda setting. More importantly, QH-1 demonstrates that, not only does the holographic boundary influence the physical bulk, but the inverse is also true and the system realises a bidirectional holographic equivalence under the specific QH-1 parameters.

The physical ER throat therefore determines the corresponding EPR boundary representation through the inverse map, while the boundary determines the ER representation through the forward map. The result is therefore a bidirectional ER/EPR equivalence in that sector.

This double observation opens up opportunities far beyond the FUSA Solar Core energy extraction system and Holographic ER/EPR QET. The fact that physical ER bridges can be reliably created and show an invertible / modular equivalence with the Holographic Principle that can be conditioned in our universe is a possible paradigm shift for further progress in quantum information, quantum computing, holography, quantum gravity, fundamental spacetime research and cosmology.

Technical and Physical Proofs – English Version

Results at a glance

QH1-ER-S1 is a non-trivial Einstein-Rosen gravitational geometry (wormhole), characterised by a physical spacetime metric g_mn, stress-energy tensor T_mn, and codimension-two ER throat Sigma_ER.

It has a resolved geometrical neck, non-zero stress and curvature tensors, non-zero tidal gravity, paired-null structure and a non-traversable causal development.

In the admitted QH1 work sector, the holographic EPR/MERA boundary representation and the physical “bulk” ER-throat representation are related bidirectionally by an invertible unitary/modular map:

EPR <-> ER

Einstein Relation

G_mn + Lambda g_mn = (8 pi G / c^4) T_mn

ER Throat Radius: R0 = 376.6 l_P = 6.08681642 x 10^-33 m

Throat area: A_Sigma = 4.65575664 x 10^-64 m^2

Quasilocal Mass Scale: M_Sigma = 4.09822587 x 10^-6 kg

Strict Throat Minimum:

R'(0) = 0
R”(0) > 0

R(r_bar)/R0 = 1 + 9.02618575194 x 10^-6 r_bar^2 + O(r_bar^3)

Einstein Constraint Residual: epsilon_E = 2.22 x 10^-16

Stress Energy:

rho c^2 = 1.29969408 x 10^107 J m^-3

p_r = -1.29974101 x 10^107 Pa

p_t = +1.29971728 x 10^107 Pa

Radial NEC Channel:

rho c^2 + p_r = -4.69268 x 10^102 Pa < 0

Ricci Scalar:

R = 1.09518 x 10^58 m^-2

Kretschmann Invariant:

R_mnrs R^mnrs = 5.82792 x 10^129 m^-4

K l_P^4 = 3.97698 x 10^-10

Paired Null Throat Data:

theta_+ = theta_- = 0

sigma^+_AB = sigma^-_AB = 0

at the round reference cut.

Radial Null Curvature:

R_kk = -9.74505 x 10^59 m^-2

Radial Tidal Curvature:

|R_0r0r| = 2.69900584 x 10^64 m^-2

Independant Dynamic Agreement:

R_dyn = 375.3 l_P

Agreement with S1 throat scale = 0.3452%

Causal Status:

Non-traversable ER causal development. Null trajectories may enter the ER-connected region but remain trapped rather than emerging through the opposite exterior.

Bidirectional ER/EPR Result:

A_EPR <-> A_ER

Phi_m(A) = U_m A U_m^dagger

Phi_m^-1(B) = U_m^dagger B U_m

The admitted map is invertible and preserves the selected work algebra, canonical structure and modular data.

The result is therefore not restricted to the EPR holographic boundary -> ER bulk direction.

Within the admitted QH1 sector, the physical ER work representation also determines the corresponding EPR boundary work representation through the inverse map and entanglement wedges.

Technical Evidence

Einstein Geometry and ER Throat:

The ER sector is described by a physical spacetime metric g_mn, stress-energy tensor T_mn and codimension-two throat Sigma_ER.

The gravitational source and geometry obey the Einstein relation:

G_mn + Lambda g_mn = (8 pi G / c^4) T_mn

The local S1 spacetime is described by:

ds^2 = -alpha(r)^2 dt^2 + dr^2 + C(r) dOmega^2

R(r) = sqrt[C(r)]

The ER throat occurs at a strict minimum of the areal radius:

R'(0) = 0
R”(0) > 0

R(0) = R0 = 376.6 l_P

The independently replayed Einstein throat-constraint residual is:

epsilon_E = 2.22 x 10^-16

The positive cosmological contribution is negligible on this scale:

Lambda_SL R0^2 ~= 4.04 x 10^-117

Stress Energy and Curvature:

The throat carries a definite anisotropic stress tensor:

T_orth = diag(rho c^2, p_r, p_t, p_t)

rho c^2 = 1.29969408 x 10^107 J m^-3

p_r = -1.29974101 x 10^107 Pa

p_t = +1.29971728 x 10^107 Pa

The radial null-energy combination is:

rho c^2 + p_r = -4.69268 x 10^102 Pa

The corresponding curvature invariants are non-zero:

R = 1.09518 x 10^58 m^-2

R_mnrs R^mnrs = 5.82792 x 10^129 m^-4

K l_P^4 = 3.97698 x 10^-10

This is therefore not a flat information surface or an EPR state merely labelled as a throat.

The ER sector carries non-zero Einstein curvature, a physical stress-energy source, and a strict geometrical neck.

Why Zero Shear and non-zero Gravity Coexist:

For a twist-free null congruence, the Raychaudhuri equation gives:

d theta / d lambda = -(1/2) theta^2

sigma_AB sigma^AB
R_mn k^m k^n

At the spherical S1 reference cut:

theta = 0

sigma_AB = 0

R_kk = -9.74505 x 10^59 m^-2

Therefore:

d theta / d lambda | Sigma_ER
= -R_kk
= +9.74505 x 10^59 m^-2

The initial optical response is isotropic null defocusing.

The trace-free shear channel instead obeys:

d sigma_<AB> / d lambda = -theta sigma_AB

C^TF_AkBk

Spherical symmetry gives:

C^TF_AkBk = 0

on the round radial screen, hence:

d sigma_<AB> / d lambda = 0

at Sigma_ER.

Zero reference shear therefore does not imply zero curvature or zero gravity.

Tidal / Atom-Gradiometric Channel:

The atom-gradiometric channel probes another contraction of the same Riemann tensor.

Timelike geodesic deviation is:

D^2 xi^i / D tau^2 = -R^i_0j0 xi^j

For S1:

|R_0r0r| = 2.69900584 x 10^64 m^-2

corresponding to a radial tidal scale of:

2.42574548 x 10^81 s^-2

The polarization, optical-defocusing and atom-gradiometric channels therefore measure different tensor components of the same gravitational geometry.

Bidirectional ER/EPR Equivalence:

Let A_EPR denote the admitted EPR/MERA boundary work algebra and A_ER the corresponding physical ER-throat work algebra.

For each admitted faithful branch state, QH1 gives the unitary map:

Phi_m: A_EPR -> A_ER

Phi_m(A) = U_m A U_m^dagger

Because the map is unitary, it has an inverse:

Phi_m^-1: A_ER -> A_EPR

Phi_m^-1(B) = U_m^dagger B U_m

The modular data are intertwined:

U_m Delta_EPR^(it) U_m^dagger = Delta_ER^(it)

At the canonical level:

R_W = M R_boundary

M Omega_boundary M^T = Omega_W

so M is invertible on the admitted work sector:

R_boundary = M^-1 R_W

For the frozen S1 adapted basis:

M_intrinsic = I_2

EPR/MERA <-> Physical ER

This is a two-way equivalence of the admitted work representations: boundary-to-ER and ER-to-boundary, with the selected work algebra, canonical structure and modular data preserved in both directions.

Proof Chain in Compact Form

Common EPR / Star Law Closure:

The construction begins with a certified local quantum algebra, faithful state or weight, and causal order.

The EPR/MERA description represents the same admitted work sector rather than an unrelated auxiliary system.

Causal Structure to Einstein Geometry:

The physical causal structure and normalised short-distance field data determine the metric scale.

The same quantum state supplies the renormalised stress-energy tensor entering:

G_mn + Lambda g_mn = (8 pi G / c^4) <T_mn>_ren

Strict ER Throat Gate:

The resulting Einstein geometry must contain a regular paired-null neighbourhood and a strict throat satisfying the required minimum and zero-expansion conditions.

QH1-ER-S1 passes this gate with a fixed throat radius, non-zero stress tensor, non-zero curvature tensor, tidal structure and non-traversable causal development.