Top Tweets for #topologicalphysics
Has it ever occurred to you to take ancient calendars and project them using Lissajous equations?
Is #ancient #geometry the key to something deeper?
(I’d say 100% yes)
#Geometry #AncientWisdom #Lissajous #TopologicalPhysics #ZetaEngine

https://t.co/cfzNg7jfeB Made it to peer review! This edition has working Python and Lean proof checking in the appendix. Enjoy!
#TOE #UFT #topologicalphysics #TQFT #TheoryofEverything #TheMathChecksOut #Lean
Even if TUFT began with only 0.1% prior odds among ~1,000 UFT competitors, a Bayesian prediction including the p=0.99 blinded fits elevate its posterior credibility to >99.9%. #UFT #TUFT #topologicalphysics #TOE #theoryofeverything #quantumgravity #Physics
Press release -- Scientists propose a topological quantum battery immune to energy loss. A big step toward the future of nanoscale storage. #QuantumTech #GreenEnergy #RIKEN #Photonics #TopologicalPhysics https://t.co/xBeetm0DmI https://t.co/vjxzdDgntU
New paper! We derive exact equations for zero-energy modes with exponential, Gaussian, or polynomial decay in topological insulators and superconductors in hermitian and nonhermitian regimes
https://t.co/MBMuG2TCVg
#TopologicalPhysics #Quantum #arxiv #physics #majoranamodes
photonic hopfions—3D knotted light structures with tunable topological numbers and textures. These stable, topological solitons could revolutionize quantum optics and light-based technologies! 💡🔗 #Photonics #Hopfions #QuantumTech #TopologicalPhysics"
https://t.co/OPw6Lv7etx
Photonic hopfions are a type of three-dimensional (3D) topological soliton found in photonic systems, where light fields exhibit a unique twisted configuration with nontrivial topological properties.
Below is a detailed definition:
Topological Structure: Photonic hopfions are characterized by knotted or twisted field lines resembling a toroidal structure, similar to the mathematical Hopf fibration. These knots are stable due to their topological properties.
Topological Numbers: Hopfions are described by topological invariants, known as Hopf numbers, which represent the degree of twisting and linking of the field lines.
3D Texture: Unlike 2D topological structures like vortices, hopfions exist in three dimensions and exhibit complex spatial configurations where the phase or polarization of light forms knotted structures.
Photonics Context: In the context of photonics, hopfions arise in nonlinear optical media or specially engineered photonic structures, where the manipulation of light fields allows for the creation of these stable, knotted topological textures.
Tunable Properties: The topological textures and topological numbers of photonic hopfions can be freely and independently tuned, allowing for dynamic control over their structure, making them useful for advanced applications in topological photonics and quantum optics.
Applications: Photonic hopfions are being explored for their potential use in topologically protected light transport, optical communications, and quantum information processing, owing to their robustness against perturbations.

A new study on higher-order topological simulation reveals potential advancements for quantum computing, offering a path to more robust and scalable quantum systems. Full story: https://t.co/gJw01hph2E #QuantumComputing #TopologicalPhysics #QuantumTechnology
#FrequencyWaveTheory #ModernAether #QuantumVacuum #GravitationalWaves #ElectromagneticPropagation #FieldResonance #UnifiedFieldTheory #HolographicUniverse #TopologicalPhysics #InterdimensionalPhysics
Here is the modern representation of the Aether as described by frequency wave theory, capturing the intricate web of dynamic waves and frequencies permeating space, with elements of zero-point energy, spacetime fabric, and topological features.

Topological Aspects of a Nonlinear System: The Dimerized Toda Lattice | JPS Hot Topics
#Topology
#TopologicalPhysics
#NonlinearPhysics
#NonlinearTopology
#JPSJ
https://t.co/h8mJGDanw3
Critical discussion concerning the claim of topological valley currents, driven by a global Berry curvature and valley Hall effect @icn2nano @icreacommunity @DTUtweet @tcddublin @DCU @UDelaware
#Topologicalphysics #graphene #quantummaterials
https://t.co/ctDHOieVtl

"Have Mysterious Topological Valley Currents Been Observed in Graphene Superlattices?" Debunking a faulty scenario... https://t.co/YbCAIe5bVh @icn2nano @DTUtweet @tcddublin @DCU @UDelaware #Topologicalphysics #graphene #frontiermaterials #quantummaterials

When "Topological Valley Hall currents" in Graphene/hBN superlattices faint into darkness... @PhysicsWorld @foatorres @S_O_Valenzuela @icreacommunity @icn2nano @IOPPublishing #graphene #topologicalphysics
https://t.co/kkarUp7fzW

We discovered #topological defects in glasses, and showed that they are dynamical and directly responsible for the #plasticity and yielding of amorphous solids. The theory bridges #solidmechanics, #disorderphysics and #topologicalphysics. @PhysRevLett:
https://t.co/uLaZOVWY5M

Nanophotonics | Vol. 9 (Top Cited Papers 2020)
"Active Topological Photonics"
https://t.co/nAd3wLtZLT
#topologicalphysics #nanophotonics #semiconductorlasers #photoniccrystals
Check the MOST CITED contributions (FREE ACCESS) in #JPhysMater @IOPmaterials @IOPPublishing #DFT #Machinelearning #AI #Topologicalphysics #biomedical #biomaterials #2dmaterials #nonhermitian #smartpolymers @NoMaDCoE @foatorres
https://t.co/JZ1uX6UTxF

This paper -- one of the first published in the new #openaccess #multidisciplinary @APSPhysics journal, Physical Review Research -- includes some authors who have published with PRX several times. #mesoscopics #topologicalphysics #interdisciplinary
Chiral Symmetry+1D = Possible non-zero winding numbers and SPT phases!
And the SSH model turns possible into reality.
Feel feel to just read, or download the notebook to play around. #topologicalphysics #julia #Jupyter https://t.co/RMdK6Z8T8G
Photonic Topological Boundary Pumping as Probe of 4D Quantum Hall Physics https://t.co/xJdomrdxoY @physorg_com 'NatureComms #QuantumHallEffect #ElectronicBandSystem #ChernNumber #PhotonicWaveguides #4DSymmetry #SyntheticMomenta #TopologicalPhysics
The Weyl circuit measurement apparatus in action!🤓
#WeylSemimetal, #TopologicalPhysics. With @schusterqed.
Fantastic explaination of the new #physics: Weyl fermions, Soljačić’s boson–fermions, and anyons. #topology #topologicalphysics #materialsci https://t.co/6eguiwL5vU
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