Introduction to ”Topological Geometrodynamics: an Overview
... on Planck length mystics. Dark matter becomes an essential element of quantum gravitation and quantum coherence in astrophysical scales is predicted just from the assumption that strings connecting partonic 2-surfaces serve are responsible for gravitational bound states. TGD is not a particular stri ...
... on Planck length mystics. Dark matter becomes an essential element of quantum gravitation and quantum coherence in astrophysical scales is predicted just from the assumption that strings connecting partonic 2-surfaces serve are responsible for gravitational bound states. TGD is not a particular stri ...
Ultimate Intelligence Part I: Physical Completeness and Objectivity
... mixture can model white noise perfectly (e.g., µ(x0) = µ(x1) = 1/2). More expansive definitions of randomness are not empirically justifiable. Our tentative analysis is that stronger definitions of randomness are not needed as they would be referring to halting oracles, which would be truly incomput ...
... mixture can model white noise perfectly (e.g., µ(x0) = µ(x1) = 1/2). More expansive definitions of randomness are not empirically justifiable. Our tentative analysis is that stronger definitions of randomness are not needed as they would be referring to halting oracles, which would be truly incomput ...
PDF - Science Advances
... except for 1ℓ, 2ℓ, 3ℓ, 4ℓ, and 6ℓ, where the number represents the number of loops (nodal lines). The symbol ℓ means that there are nodal lines where the gap is closed. These nodal lines always appear on mirror planes and only when the valence and the conduction bands have different mirror eigenvalu ...
... except for 1ℓ, 2ℓ, 3ℓ, 4ℓ, and 6ℓ, where the number represents the number of loops (nodal lines). The symbol ℓ means that there are nodal lines where the gap is closed. These nodal lines always appear on mirror planes and only when the valence and the conduction bands have different mirror eigenvalu ...
Holographic Entanglement Entropy - Crete Center for Theoretical
... Recently, there have been remarkable progresses in numerical algorithms for quantum lattice models, based on so called tensor product states. Basically, people try to find nice variational ansatzs for the ground state wave functions for various spin systems. ⇒ An ansatz is good if it respects the qu ...
... Recently, there have been remarkable progresses in numerical algorithms for quantum lattice models, based on so called tensor product states. Basically, people try to find nice variational ansatzs for the ground state wave functions for various spin systems. ⇒ An ansatz is good if it respects the qu ...
Introduction to Quantum Computation
... measures how much of some resource (e.g. time, space, energy) the algorithm uses as a function of the input size. e.g. the best known algorithms for factoring an n bit number uses time in ...
... measures how much of some resource (e.g. time, space, energy) the algorithm uses as a function of the input size. e.g. the best known algorithms for factoring an n bit number uses time in ...
INDIAN INSTITUTE OF SCIENCE EDUCATION AND RESEARCH
... 1. Anthony J F Griffiths et al., An Introduction to Genetic Analysis ...
... 1. Anthony J F Griffiths et al., An Introduction to Genetic Analysis ...
Low-Temperature Phase Diagrams of Quantum Lattice
... the long range order, characterizing the groundstate of HΛ (t), survives at lowtemperatures, with a bound on the critical temperature which depends on t. In Section 5 we also study the less-easy-to-treat phase diagram of the antiferromagnetic regime (J < 0). Further examples are presented in [11]. T ...
... the long range order, characterizing the groundstate of HΛ (t), survives at lowtemperatures, with a bound on the critical temperature which depends on t. In Section 5 we also study the less-easy-to-treat phase diagram of the antiferromagnetic regime (J < 0). Further examples are presented in [11]. T ...
bass
... Can show: B charge is renormalization scale invariant (as baryon number should be!) whereas Y is not. Also, the time derivative of the spatial components of the W boson field has zero B charge and nonzero Y charge ...
... Can show: B charge is renormalization scale invariant (as baryon number should be!) whereas Y is not. Also, the time derivative of the spatial components of the W boson field has zero B charge and nonzero Y charge ...
Quantum Computing in the de Broglie-Bohm Pilot
... the place for a detailed discussion of the measurement problem and the various attempts to overcome it, although some comments will be made in later sections about the Everettian “many-worlds” interpretation in the context of claims by David Deutsch.12 In brief, PWT does not rely on an ad hoc disti ...
... the place for a detailed discussion of the measurement problem and the various attempts to overcome it, although some comments will be made in later sections about the Everettian “many-worlds” interpretation in the context of claims by David Deutsch.12 In brief, PWT does not rely on an ad hoc disti ...
The additivity problem in quantum information theory
... memoryless quantum channels with respect to entangled encodings. Should the additivity fail, this would mean that applying entangled inputs to several independent uses of a quantum channel may result in superadditive increase of its capacity for transmission of classical information. However so far ...
... memoryless quantum channels with respect to entangled encodings. Should the additivity fail, this would mean that applying entangled inputs to several independent uses of a quantum channel may result in superadditive increase of its capacity for transmission of classical information. However so far ...
Ultimate Intelligence Part I: Physical Completeness and Objectivity
... matrix. Furthermore, the dynamic time evolution of a wave function is known to be unitary, which entails that if µ is a quantum system, it will remain computable dynamically. Therefore, if µ is a quantum system with a finite density matrix, convergence theorem holds. The second piece of evidence fro ...
... matrix. Furthermore, the dynamic time evolution of a wave function is known to be unitary, which entails that if µ is a quantum system, it will remain computable dynamically. Therefore, if µ is a quantum system with a finite density matrix, convergence theorem holds. The second piece of evidence fro ...
URL - StealthSkater
... The process in which proteins covered by ordered water analogous to ice temporarily melt and form aggregates is a basic process induced by the feed of energy to the cellular system and could be compared to cellular summer. This process could mean quite generally molecular re-programming induced by ...
... The process in which proteins covered by ordered water analogous to ice temporarily melt and form aggregates is a basic process induced by the feed of energy to the cellular system and could be compared to cellular summer. This process could mean quite generally molecular re-programming induced by ...
Holism, Physical Theories and Quantum Mechanics - Philsci
... as it exists in the world, and measurement is nothing more than a particular type of physical interaction designed to display the value of a specific quantity.’ The bridge between ontology and epistemology, i.e., between property assignment (for any properties to exist at all (in the theory)) and pr ...
... as it exists in the world, and measurement is nothing more than a particular type of physical interaction designed to display the value of a specific quantity.’ The bridge between ontology and epistemology, i.e., between property assignment (for any properties to exist at all (in the theory)) and pr ...
Quantum Theories of Mind
... Modern physics goes beyond surprising discoveries about the structure of matter. Quantum theory is a radically different way of seeing reality. “The laws of nature which we formulate mathematically in quantum theory deal no longer with the particles themselves but with our knowledge of the elementar ...
... Modern physics goes beyond surprising discoveries about the structure of matter. Quantum theory is a radically different way of seeing reality. “The laws of nature which we formulate mathematically in quantum theory deal no longer with the particles themselves but with our knowledge of the elementar ...
Take a Ride on a Time Machine* - Philsci
... us into the vexed question of what is a law of nature. But we do want to make one comment that leads to an unsettling perspective on the notion of consistency constraint. As understood above, consistency constraints are consequences of the laws of motion plus the spacetime structure. Since the latte ...
... us into the vexed question of what is a law of nature. But we do want to make one comment that leads to an unsettling perspective on the notion of consistency constraint. As understood above, consistency constraints are consequences of the laws of motion plus the spacetime structure. Since the latte ...
Theory of shot noise in high-current space-charge-limited
... not available in the time-averaged value, such as the particlewave duality of electron transport. The deviation from the uncorrelated shot noise is commonly termed as the Fano factor ␥ = S / 2eI, where ␥ ⬍ 1 indicates the suppression of shot noise due to the correlations among the electrons. It was ...
... not available in the time-averaged value, such as the particlewave duality of electron transport. The deviation from the uncorrelated shot noise is commonly termed as the Fano factor ␥ = S / 2eI, where ␥ ⬍ 1 indicates the suppression of shot noise due to the correlations among the electrons. It was ...