Two Entangled Electrons How to Link to Each Other?—What’s the Magnetic Force State on Both Sides?

There discovered the maximum possible magnetic induction in nature, equal to the magnetic induction at the poles of an electron’s spin, When the spin magnetic moments of two electrons are close to each other, they act on each other with the maximum possible magnetic induction, and finally entered the maximally entangled state after the energy drops. By this time, the spin magnetic moments on both sides situated in anti-parallel, between them there existed four invisible magnetic circuit, and each magnetic circuit just contain a fluxon. No matter how far the distance between the spins, owing to the inalienability of fluxon, no magnetic flux leakage (coupling degree 100%), so these four magnetic circuit will always existed, maintaining the maximally entangled state system immutably. This is the material basis for the entangled state to be existed, nothing to do with “spooky action at a distance”. In this paper, a visual schematic diagram has drawn to describe these, and the magnetic force state, force relationship and “light barrier” problem are analyzed.

The hippocampal formation and action at a distance

The question of why our conceptions of space and time are intertwined with memory in the hippocampal formation is at the forefront of much current theorizing about this brain system. In this article I argue that animals bridge spatial and temporal gaps through the creation of internal models that allow them to act on the basis of things that exist in a distant place and/or existed at a different time. The hippocampal formation plays a critical role in these processes by stitching together spatiotemporally disparate entities and events. It does this by 1) constructing cognitive maps that represent extended spatial contexts, incorporating and linking aspects of an environment that may never have been experienced together; 2) creating neural trajectories that link the parts of an event, whether they occur in close temporal proximity or not, enabling the construction of event representations even when elements of that event were experienced at quite different times; and 3) using these maps and trajectories to simulate possible futures. As a function of these hippocampally driven processes, our subjective sense of both space and time are interwoven constructions of the mind, much as the philosopher Immanuel Kant postulated.

Aether, Fields & Energy Dynamics in Living Bodies - Part III

Fundamental to the aether concept is seamless unity, a dynamic continuum of cause and effect, mediated by the opposing conjoined force fields that form the basis of action-at-a-distance and simultaneity. All action and reaction, from the macrocosmic level downward into the subatomic domain, is mediated through interactions between the aether-derived forces of magnetism and dielectricity which, in the end, give rise to space and matter.

Tachyons, tactility, drawing and withdrawing: cinema at the speed of darkness

Longitudinal, quantitative analyses of cinema have established how Hollywood is getting ‘quicker, faster, darker’. While in some senses the ‘intensified continuity’ of contemporary Hollywood narration is a given, the increased darkness of contemporary mainstream cinema remains unexplored – especially with regard to how its speed and its darkness might be inter-related. If to darken the majority of the screen during a film helps to draw our attention to the salient aspects of the image that are better illuminated, then of course this also allows for a faster cutting rate: in principle, there is ‘less’ information for the viewer to have to take in during each shot, meaning that the film can then cut to subsequent images more rapidly. However, there are other ways in which we can interpret this ‘darkening’ of contemporary film narration. For example, it perhaps ties in with a widespread sense of disorientation with regard to the increasingly globalized and connected world that digitization has helped to bring about, and which is equally reflected in the rise of the contemporary ‘mind-game’ or ‘puzzle’ film that is a staple of contemporary Hollywood. The darkness in such films thus gives expression to uncertainty and disorientation. More than this, though, we might use physics to understand the darkness of contemporary cinema in a more ‘meta-physical’ fashion. While it is accepted that light is the ‘fastest’ phenomenon in the known universe, there nonetheless remain unilluminated aspects of the physical universe that defy light as the limit of speed – and which convey the interconnected nature of matter in the contemporary universe. For example, polarized particles have been proven simultaneously to respond to stimuli – at a speed faster than it would take light to travel from one particle to the other, a phenomenon that baffled Albert Einstein, who referred to this process as ‘spooky action at a distance’. Not only does this process suggest what Karen Barad might refer to as the entangled nature of all matter, but it also suggests speeds beyond, or at least different, to that of light. In this essay, then, I shall theorise a ‘speed of darkness’ that can help us to understand how the darkening of contemporary cinema ties in with the interconnected, invisible (‘spooky’) and ultra-rapid nature of the digital world. Perhaps it is not in the light but in the darkness that we can identify the key to understanding contemporary mainstream cinema and the globalized, digital world that produces it.

Bell tests explained classically without quantum entanglement

Bell test experimental results can be classically explained as simply a trivial geometric effect, without any need to evoke any quantum phenomena such as entanglement. There is no instantaneous action-at-a-distance.

Neuromuscular connectomes across development reveal synaptic ordering rules

The connections between motor neurons and muscle fibers are dramatically reorganized in early postnatal life. This work attempts to better understand this synaptic rewiring by using a connectomic approach, i.e., tracing out all the connections between motor neurons and muscle fibers, at successive ages in a small mouse muscle. We reconstructed 31 partial-complete neuromuscular connectomes, using serial section scanning electron microscopy in a neonatal mouse and Brainbow-based and XFP-based fluorescent reconstructions in older animals. Our data included a total of more than 6000 neuromuscular junctions (NMJs), including complete connectomes from one newborn, seven developmental ages (P6-P9), and two adults. Analysis confirmed the massive rewiring that takes place as axons prune their motor units but add more synaptic areas at the NMJs with which they remain in contact. Interestingly, we found synaptic ordering rules that likely underlie this circuit maturation and yield the resulting adult neuromuscular pattern, as manifest in Henneman's size principle. In particular, by analyzing both the identities of axons sharing NMJs at developing ages and muscle fibers with multiple endplates, we found evidence suggesting an activity-based linear ranking of motor neurons such that neurons co-innervated the same endplates and same muscle fibers (if there were more than one endplate) when the axons were similar in activity and hence rank. In addition, this ranking provided a means for understanding action at a distance in which the activity at one neuromuscular junction can impact the fate of the axons at another junction at a different site on the same muscle fiber. These activity-dependent mechanisms provide insight into the means by which timing of activity among different axons innervating the same population of cells, that start out with nearly all-to-all connectivity, can produce a well-organized system of axons, a system that is necessary for the recruitment order of neurons during a graded behavior like muscle contraction.

Locality and evolution to equilibrium

Quantum statistics and non-locality are deeply rooted in quantum mechanics and go beyond our intuition reflected in classical physics. Quantum statistics can be derived using statistical methods for indistinguishable particles - particles of quantum mechanics. Violation of strong locality - colloquially called the ghostly action at a distance - is one of the most amazing properties of nature derived from quantum mechanics. An intriguing question is whether the non-local evolution of indistinguishable particles is needed to reach the equilibrium state given by quantum statistics. Motivated by the above and similar questions, we developed a simple framework that allows us to follow space-time evolution of assembly of particles. It is based on a discrete-time Markov chain on countable space for indistinguishable particles. We summarise well-known and introduced new constraints on the transition matrix that grant space-time symmetries, locality of particle-transport, strong locality, and equilibrium state. Then, within the framework, several important cases are considered. First, we show that the simplest transition matrix leads to equilibrium but violates particle transport and strong localities. Furthermore, we construct a simple matrix that leads to equilibrium obeying particle-transport locality and violating strong locality. This resembles the properties of quantum mechanics. Finally, we demonstrate that it is also possible to reach equilibrium by obeying both particle-transport and strong localities. Thus, within this framework, the violation of a strong locality is not needed to reach the equilibrium of indistinguishable particles. However, to obey strong locality, a complex structure of the transition matrix is needed. In addition, we comment on distinguishable particles and, in particular, show that their evolution seen by an observer blind to particle differences may look like the evolution of indistinguishable particles with the properties of quantum mechanics. We hope that this work may help to study the relation between symmetries, localities and the evolution to equilibrium for indistinguishable and distinguishable particles.

The external dimension of the EU's fight against transnational crime: Transferring political rationalities of crime control

The article constitutes the first comprehensive review of the EU's export of crime control policies and ‘aid to internal security’ across regions over the last 15 years. Drawing on both International Relations and criminology, it develops an analytical framework to identify the political rationalities and technologies of crime control that the EU attempts to transfer across the Eastern and Southern (extended) neighbourhoods. By scrutinising 216 projects aimed at combating transnational crime beyond Europe's borders, spanning law enforcement, border security, criminal justice, and the penitentiary sector, the empirical analysis is geared towards detecting and systematising the ways of thinking and doing crime control that the EU seeks to promote and export. Moreover, it investigates the ‘action at a distance’ whereby it does so. It is argued that in shaping third countries’ ability to criminalise, police, indict, convict, and punish, the EU is simultaneously defining its own security actorness, specifically consolidating its role as a ‘global crime fighter’.

Biological Action at a Distance: Correlated pattern formation in adjacent tessellation domains without communication

Tessellations emerge in many natural systems, and the constituent domains often contain regular patterns, raising the intriguing possibility that pattern formation within adjacent domains might be correlated by the geometry, without the direct exchange of information between parts comprising either domain. We confirm this paradoxical effect, by simulating pattern formation via reaction-diffusion in domains whose boundary shapes tessellate, and showing that correlations between adjacent patterns are strong compared to controls that self-organise in domains with equivalent sizes but unrelated shapes. The effect holds in systems with linear and non-linear diffusive terms, and for boundary shapes derived from regular and irregular tessellations. Based on the prediction that correlations between adjacent patterns should be bimodally distributed, we develop methods for testing whether a given set of domain boundaries constrained pattern formation within those domains. We then confirm such a prediction by analysing the development of `subbarrel' patterns, which are thought to emerge via reaction-diffusion, and whose enclosing borders form a Voronoi tessellation on the surface of the rodent somatosensory cortex. In more general terms, this result demonstrates how causal links can be established between the dynamical processes through which biological patterns emerge and the constraints that shape them.