Welcome

An interpretation of quantum computing’s graph states, highlighting the interconnectedness of qubits in a quantum network. Imagine stepping into a world where particles can be in multiple places at once, where the impossible becomes possible. This is the realm of quantum computing, a fascinating frontier of modern science. Quantum computing isn’t just about speed. It’s about unlocking new capabilities that classical computers can’t achieve. One of the most intriguing aspects of this field is quantum entanglement, a phenomenon that Albert Einstein famously referred to as “spooky action at a distance.” Entanglement allows particles to instantly influence each other, regardless of the distance separating them. In the vast expanse of scientific discovery, every so often, a paper emerges that challenges the very fabric of our understanding, inviting us to rethink what we know about the universe. The paper from these authors represents such a pivotal moment in the field of quantum computing

Capturing the chaotic and colorful world of quantum particles in motion, as described by the Schrödinger-Kirchhoff equations. Imagine diving into a pool where the water behaves differently each time you touch it. This is what the p-fractional Schrödinger-Kirchhoff equations are like in the world of quantum physics. They help us understand how subatomic particles, like electrons, don’t just follow a straight path but move in unpredictable, wavy patterns. This research is about getting a clearer picture of these wavy movements, especially when they’re under the influence of electromagnetic fields. The Authors’ Quest The members of the team are like the detectives of the quantum world. They’re not just looking at how things work in the everyday world; they’re peering into the mysterious realm where tiny particles like electrons live. Their mission is to make sense of these particles’ bizarre behaviors, especially when electromagnetic fields come into play, which is crucial