Reply to criticism of the ‘Orch OR qubit’ – ‘Orchestrated... reduction’ is scientifically justified
... (Section 5.6 in our review [2]). Here we respond point-by-point to the issues they raise. Reimers et al. . . . For quantum information processing one must have quantum information storage units such as qubits . . . the involvement of quantum gravity in the manifestation of consciousness would need t ...
... (Section 5.6 in our review [2]). Here we respond point-by-point to the issues they raise. Reimers et al. . . . For quantum information processing one must have quantum information storage units such as qubits . . . the involvement of quantum gravity in the manifestation of consciousness would need t ...
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... At a physical level, communication in the Multi-SIMD architecture is assumed to be achieved through quantum teleportation (QT), a phenomenon that makes transmission of exact qubit states possible. QT requires a pre-distribution of entangled Einstein-PodolskyRosen (EPR) pairs of qubits between the re ...
... At a physical level, communication in the Multi-SIMD architecture is assumed to be achieved through quantum teleportation (QT), a phenomenon that makes transmission of exact qubit states possible. QT requires a pre-distribution of entangled Einstein-PodolskyRosen (EPR) pairs of qubits between the re ...
Chapter 1
... exists only in quantum mechanics. It does not exist in classical physics and is difficult to simulate in it. Entanglement is treated now by physicists as a fundamental resource of Universe, on par with matter, energy and information. Now only three types of computing are known: deterministic, probab ...
... exists only in quantum mechanics. It does not exist in classical physics and is difficult to simulate in it. Entanglement is treated now by physicists as a fundamental resource of Universe, on par with matter, energy and information. Now only three types of computing are known: deterministic, probab ...
Undergraduate Philospohy Thesis: Quantum Mechanics and
... causation is the most traditional approach. Many philosophers have considered the idea of agent-causation hopelessly incoherent; however, there are some contemporary supporters of this type of libertarian model. Agent-causation is the direct causation of an event by a substance – the agent. It relie ...
... causation is the most traditional approach. Many philosophers have considered the idea of agent-causation hopelessly incoherent; however, there are some contemporary supporters of this type of libertarian model. Agent-causation is the direct causation of an event by a substance – the agent. It relie ...
Studies in the History of Modern Physics Vol 32 No4... It is widely, though perhaps not universally, thought that objective... Determinism and Chance
... probabilities even though the systems to which they apply are considered to be deterministic. The problem is that it is very difficult to see how these probabilities can play the roles that they are called upon to play in predictions, explanations, and laws if the are merely subjective. The most imp ...
... probabilities even though the systems to which they apply are considered to be deterministic. The problem is that it is very difficult to see how these probabilities can play the roles that they are called upon to play in predictions, explanations, and laws if the are merely subjective. The most imp ...
Quantum many-particle electron transport in time-dependent systems with Bohmian trajectories by Alfonso Alarc´
... It is known that at nanoscale regime we must deal with the many-particle problem in order to study electronic devices. In this scenario, the time-dependent many-particle Schrödinger equation is only directly solvable for very few degrees of freedom. However, there are many electrons (degrees of fre ...
... It is known that at nanoscale regime we must deal with the many-particle problem in order to study electronic devices. In this scenario, the time-dependent many-particle Schrödinger equation is only directly solvable for very few degrees of freedom. However, there are many electrons (degrees of fre ...
V. Linetsky, “The Path Integral Approach to Financial Modeling and
... measure on the set of all possible paths from the initial state xi to the final state xf of the quantum (stochastic) dynamical system, and expectation values (averages) of various quantities dependent on paths are given by path integrals over all possible paths from xi to xf (path integrals are also ...
... measure on the set of all possible paths from the initial state xi to the final state xf of the quantum (stochastic) dynamical system, and expectation values (averages) of various quantities dependent on paths are given by path integrals over all possible paths from xi to xf (path integrals are also ...
Atomic Quantum Metrology with Narrowband Entangled and Squeezed States of Light DISSERTATION
... in the same mode and can form a NOON state with N =2, a so-called 2-NOON state [13]. In the past, high efforts were made to increase the size of NOON states and ‘NOON-like’ states by superposing a 2-NOON state with a coherent beam [14, 15] or by using double-pair emission of an SPDC crystal [16]. Th ...
... in the same mode and can form a NOON state with N =2, a so-called 2-NOON state [13]. In the past, high efforts were made to increase the size of NOON states and ‘NOON-like’ states by superposing a 2-NOON state with a coherent beam [14, 15] or by using double-pair emission of an SPDC crystal [16]. Th ...
Quantum error correction
... Assuming errors on different bits are independent from each other the probability of getting no flip errors is (1−p)3 , the probability of one flip is 3(1−p)2 p, the probability of two flips is 3(1 − p)p2 and probability of getting an error on all the bits is p3 . We decode the output states by a ma ...
... Assuming errors on different bits are independent from each other the probability of getting no flip errors is (1−p)3 , the probability of one flip is 3(1−p)2 p, the probability of two flips is 3(1 − p)p2 and probability of getting an error on all the bits is p3 . We decode the output states by a ma ...
The Automorphic Universe
... conditional measure µA on A defined by µA (B) = µ(A ∩ B)/µ(A). A measurable set B is T −invariant if T −1 B = B; if in addition T preserves a measure µ, then a measurable set B is said to be T − invariant (mod 0) e such if T −1 B = B (mod 0). In this case, there exist a T − invariant set B e = B (mo ...
... conditional measure µA on A defined by µA (B) = µ(A ∩ B)/µ(A). A measurable set B is T −invariant if T −1 B = B; if in addition T preserves a measure µ, then a measurable set B is said to be T − invariant (mod 0) e such if T −1 B = B (mod 0). In this case, there exist a T − invariant set B e = B (mo ...
There is entanglement in the primes
... Theory that explains its relevance for Pure Mathematics [1, 2]. However, we do not know of any fundamental physical theory that is based on deep facts in Number Theory [3]. In spite of this, there have been several attempts in the past to provide a physical meaning to prime numbers, with the hope th ...
... Theory that explains its relevance for Pure Mathematics [1, 2]. However, we do not know of any fundamental physical theory that is based on deep facts in Number Theory [3]. In spite of this, there have been several attempts in the past to provide a physical meaning to prime numbers, with the hope th ...
Giesecke-Final-ternary-gates
... multiplexers. The drawback may be the need to employ additional ancilla qudits, but the ancilla bits allow to realize initially non-reversible functions and decrease the number of muxes so they provide a worthy design trade-off. In the two variable case it is possible to create every possible logic ...
... multiplexers. The drawback may be the need to employ additional ancilla qudits, but the ancilla bits allow to realize initially non-reversible functions and decrease the number of muxes so they provide a worthy design trade-off. In the two variable case it is possible to create every possible logic ...
