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martedì 31 ottobre 2023
# gst: how to create a helix from a straight rod, “twist” or “bend” approaches.
sabato 14 settembre 2019
# gst: nano entities that are both twisted and untwisted at the same time
<< Scientists who study the nanoscale-with molecules and materials 10,000 smaller than a pinhead-need to be able to test the way that some molecules twist, known as their chirality, because mirror image molecules with the same structure can have very different properties. >>
<< Recently, a new class of nanoscale materials have been developed to help distinguish the chirality of molecules. These so-called 'nanomaterials' usually consist of tiny twisted metal wires, that are chiral themselves. However, it has become very hard to distinguish the twist of the nanomaterials from the twist of the molecules they are supposed to help study. >>
To solve this problem AA << created a nanomaterial that is both twisted and it is not. This nanomaterial has equal number of opposite twists—meaning they cancel each other out. >>
<< Using a mathematical analysis of the material's symmetry properties, the team discovered a few special cases, which can bring the 'hidden' twist to light and allow very sensitive detection of chirality in molecules. >>
Chris Melvin. Scientists create a nanomaterial that is both twisted and untwisted at the same time. University of Bath. Sep 13, 2019 https://m.phys.org/news/2019-09-scientists-nanomaterial-untwisted.html
Christian Kuppe, Xuezhi Zheng, et al. Measuring optical activity in the far-field from a racemic nanomaterial: diffraction spectroscopy from plasmonic nanogratings. Nanoscale Horizons. Issue 5, 2019. doi: 10.1039/C9NH00067D. https://pubs.rsc.org/en/content/articlelanding/2019/NH/C9NH00067D
lunedì 17 marzo 2025
# gst: apropos of degeneration, the topological degeneracy induced by twisting.
venerdì 13 maggio 2022
# evol: spontaneous, immediate asymmetry, the chiral twist
giovedì 14 gennaio 2016
# rmx-s-gst: inner dances: to get a sense ...
<< To get a sense for supercoiled DNA, imagine twisting a piece of string. Let the string go, and it unwinds. Twist it enough, and it folds back on itself. The degree of twist puts stress on the string, which governs the shape it takes >>
http://www.scientificamerican.com/article/how-strange-twists-in-dna-orchestrate-life/
Rossitza N. Irobalieva, Jonathan M. Fogg, et al. Structural diversity of supercoiled DNA. Nature Communications 6, Article number: 8440 doi:10.1038/ncomms9440
http://www.nature.com/ncomms/2015/151012/ncomms9440/full/ncomms9440.html
lunedì 13 gennaio 2020
# gst: a concrete image, chirality by dissipation, 'this effect actually owes its existence to dissipation'
domenica 4 dicembre 2016
# s-behav: the regular chaotic of wild flamingos (Phoenicopterus roseus) dancers
<< Flamingos are very good dancers. They twist and preen, they scratch their heads, they march in unison. >>
Nicholas Bakalar. Flamingo Mating Rules: 1. Learn the Funky Chicken. Nov. 28, 2016.
http://mobile.nytimes.com/2016/11/28/science/flamingos-dancing-sexual-display.html
Charlotte Perrot, Arnaud Bechet, et al. Sexual display complexity varies non-linearly with age and predicts breeding status in greater flamingos. Nature. Scientific Reports 6 (2016); Article number: 36242. doi: 10.1038/srep36242
lunedì 4 giugno 2018
# gst: deep, super-resolution vistas through tiny tornadoes of magnetized plasma
<< To get the extremely high-resolution images vital to study new materials, microbes, and more, scientists often build microscopes based on optical vortices. >>
AA << devised a way to make optical vortices with 1000 times more power than previous methods. Their design uses strong, nonuniform magnetic fields to control plasmas, or ionized gases, to create the vortices. >>
US Department of Energy. Magnetized plasmas that twist light can produce powerful microscopes and more. May 7, 2018.
https://m.phys.org/news/2018-05-magnetized-plasmas-powerful-microscopes.html
Kenan Qu, Qing Jia, Nathaniel J. Fisch. Plasma q-plate for generation and manipulation of intense optical vortices. Phys. Rev. E 96, 053207. doi: 10.1103/PhysRevE.96.053207. Nov 28, 2017.
https://journals.aps.org/pre/abstract/10.1103/PhysRevE.96.053207
domenica 13 ottobre 2024
# gst: pensive billiards
lunedì 17 giugno 2019
# ai: self-programming machines with twists, the beginning
<< Researchers have developed a flexible way of combining deep learning and symbolic reasoning to teach computers to write short computer programs. >>
<< A new program-writing AI, SketchAdapt, offers a way out. Trained on tens of thousands of program examples, SketchAdapt learns how to compose short, high-level programs, while letting a second set of algorithms find the right sub-programs to fill in the details. Unlike similar approaches for automated program-writing, SketchAdapt knows when to switch from statistical pattern-matching to a less efficient, but more versatile, symbolic reasoning mode to fill in the gaps. >>
<< Rather than rely on experts to define program structure, SketchAdapt figures it out using deep learning. The researchers also added a twist: When the neural networks are unsure of what code to place where, SketchAdapt is programmed to leave the spot blank for search algorithms to fill. >>
Kim Martineau. Toward artificial intelligence that learns to write code.
MIT. June17, 2019.
https://m.techxplore.com/news/2019-06-artificial-intelligence-code.html
Maxwell Nye, Luke Hewitt, et al. Learning to Infer Program Sketches.
arXiv:1902.06349v2 [cs.AI] Jun 4, 2019.
giovedì 16 maggio 2019
# math: squeezing Moebius strips using either 'tame' or 'wild' embeddings, but only with overlaps
<< In math, three-dimensional space sprawls out to infinity in every direction. With an infinite amount of room, it should be able to hold an infinite number of things inside of it - pearls, peacocks or even planets. >>
<< But a recent proof (..), shows that one relatively well-known mathematical object can’t be packed an uncountably infinite number of times into an infinite amount of space: the Möbius band, a two-dimensional loop with a half-twist. >>
<< "Tame" embeddings extend to the entire space, so it’s possible to stretch or squish the space to make the embedded sphere into a standard round sphere. >>
<< "Wild" embeddings, on the other hand, are not so easily visualized and generally require some infinite process to describe. With a wild embedding, there is no way to transform the space to make the wildly embedded version a round sphere. >>
Evelyn Lamb. Möbius Strips Defy a Link With Infinity. Feb 20, 2019.
https://www.quantamagazine.org/mobius-strips-defy-a-link-with-infinity-20190220
https://twitter.com/QuantaMagazine/status/1126601994494455809
Olga D. Frolkina. Pairwise disjoint Moebius bands in space. Journal of Knot Theory and Its Ramifications. Vol. 27, No. 09, 1842005 (2018). doi: 10.1142/S0218216518420051
https://www.worldscientific.com/doi/abs/10.1142/S0218216518420051