Probability as a Blend of Theory and Experiment

Olivier Lordereau

In this paper we show that parallel universes are a reality in our space-time. We used a camera and a specific cognitive technology to create a state of well-being and to interact with nature. It"s the first time that we observe the reality of our space-time using a mixture of quantum physics, relativity and cognitive science. Physicists look for a theory to understand our universe, a theory that would blend quantum mechanics with relativity, but they forget an important thing, which is consciousness. Today several ideas exist. The approaches are theoretical and the experiments difficult to carry out. This experimental work proposes to blend physics and cognitive science, thus showing the existence of parallel universe and the existence of light entities or new phenomena in our space-time. Therefore, this work indicates that consciousness plays an important part in the understanding of our universe and of time.

Lazar Mayants

Qinghao Wen, Zihao Ren, Lei Wang +2 more

In this paper, we develop a blended dynamics framework for open quantum networks with diffusive couplings. The network consists of qubits interconnected through Hamiltonian couplings, environmental dissipation, and consensus-like diffusive interactions. Such networks commonly arise in spontaneous emission processes and non-Hermitian quantum computing, and their evolution follows a Lindblad master equation. Blended dynamics theory is well established in the classical setting as a tool for analyzing emergent behaviors in heterogeneous networks with diffusive couplings. Its key insight is to blend the local dynamics rather than the trajectories of individual nodes. Perturbation analysis then shows that, under sufficiently strong coupling, all node trajectories tend to stay close to those of the blended system over time. We first show that this theory extends naturally to the reduced-state dynamics of quantum networks, revealing classical-like clustering phenomena in which qubits converge to a shared equilibrium or a common trajectory determined by the quantum blended reduced-state dynamics. We then extend the analysis to qubit coherent states using quantum Laplacians and induced graphs, proving orbit attraction of the network density operator toward the quantum blended coherent dynamics, establishing the emergence of intrinsically quantum and dynamically clustering behaviors. Finally, numerical examples validate the theoretical results.

Arkady Plotnitsky

Kurt Alfred Georg Mendelssohn

Qu Wang, Jinyun Zhou, Qing Guo

In conventional interference-based optical encryption schemes, a potential cracker can retrieve partial information (silhouette) of the secret image using only one phase-only mask (POM). We resolve this drawback using a phase-blend operation and piecewise linear chaotic map (PWLCM) to further encode the POMs. One cannot recover a secret image visibly when inverse phase-blend operation and inverse chaotic permutation are not carried out with the correct decryption keys. Chaotic parameters of PWLCM, and random phase-angle function in the phase-blend operation enlarge the key space and improve the security of the proposed system greatly. Numerical simulations and optoelectronic experiments are performed to verify the effectiveness of the proposed scheme.