Quantum entanglement can't be mimicked by classical objects. That's what makes it at once so problematic for philosophers and so promising for computer scientists.
Quantum entanglement, a phenomenon where two or more particles become linked and share the same fate no matter how far apart they are, has captivated scientists and philosophers alike. This paper explores the potential of leveraging this peculiar connection to develop a novel geometric computation model, predicated on the inherent properties of quantum entanglement. We propose a framework where the mathematical representation of geometric shapes is intrinsically linked to the entanglement of their constituent particles. The core claim is that this model will allow for the precise description and computation of geometric forms with a level of accuracy exceeding classical methods, potentially opening avenues for quantum computation. This research investigates the possibility of utilizing entanglement to establish a fundamentally different approach to geometric modeling, driving new theoretical developments and computational possibilities.
Humans do not always make the most rational decisions. As studies have shown, even when logic and reasoning point in one direction, sometimes humans “walk” to the opposite route, motivated by personal bias or simply wishful thinking. This paradoxical human behavior has resisted explanation by classical decision theory for over a decade. Scientists have shown that a quantum probability model can provide a simple explanation for human decision-making. In military, decision-making process is considered to be the most neuralgic one. With the recent interest in quantum computing and quantum information theory, there has been an effort to recast classical game theory using quantum probability amplitudes, and hence study the effect of quantum superposition, interference and entanglement on the agents’ optimal strategies. Apart from unsolved problems in quantum information theory, quantum game theory and decision –making, may be useful in studying quantum communication since that can be considered as a game where the objective is to maximize effective communication. This paper discusses the idea of using quantum theory to decision making. 1 HellemicArmy 14, Kanigos Str., Piraeus 18534, Greece.
Entanglement is the essential feature of quantum mechanics. Notably, observers of two or more entangled particles will find correlations in their measurement results that cannot be explained by classical statistics. To make it a useful resource, particularly for scalable long-distance quantum communication, the heralded generation of entanglement between distant massive quantum systems is necessary. We report on the creation and analysis of heralded entanglement between spins of two single rubidium-87 atoms trapped independently 20 meters apart. Our results illustrate the viability of an integral resource for quantum information science, as well as for fundamental tests of quantum mechanics.