 | 12 unreviewed articles as of 11 October 2024
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| Created | Article | Extract | Class | Creator (# edits) | Notes |
|---|---|---|---|---|---|
| 2024-05-24 | Bearing compass (Nautical instrument) | A bearing compass, is a nautical instrument used to determine the bearing of observed objects. (Bearing: angle formed by the north and the visual to a certain object in the sea or ashore). Used in navigation to determine the angle between the direction of an object and the magnetic north or, indirectly relative to another reference point. | C | Mcapdevila (8093) | |
| 2024-07-08 | Rain attenuation frequency scaling | In communications satellite systems, rain attenuation frequency scaling is a technique implemented to model rain fade phenomena affecting a telecommunications link, both statistically and instantaneously. Accurate predictions of rain attenuation are crucial both for the proper design of a satellite communication (SatCom) system, as the detrimental impact of hydrometeors present within the troposphere, mainly rain, on radio frequency signals, can lead to system failur ... | C | Wolf230318 (38) | |
| 2024-09-01 | Quantum entanglement swapping (Quantum mechanics idea) | Quantum entanglement swapping is an essential idea in quantum mechanics. It involves entanglement from one pair of particles to another, even if those new particles have never interacted before. This process is very important for building quantum communication networks, enabling quantum teleportation and advancing quantum computing. | C | Sreenu Giri KP (49) | |
| 2024-08-05 | Sheath instability (Plasma instability in laboratory plasma) | Sheath instability is an instability in a plasma where ions form sheaths near an electrode, making the plasma unstable. It is a type of Rayleigh–Taylor instability. | Stub | Laqy-peenu (898) | |
| 2024-05-14 | Quantum metrological gain (Measurement in quantum metrology) | In quantum metrology in a multiparticle system, the quantum metrological gain for a quantum state is defined as the sensitivity of phase estimation achieved by that state divided by the maximal sensitivity achieved by separable states, i.e., states without quantum entanglement. | C | Quantum1956 (291) | |
| 2024-07-08 | Normalized solutions (nonlinear Schrödinger equation) (a normalized solution to an ordinary or partial differential equation is a solution with prescribed norm) | In mathematics, a normalized solution to an ordinary or partial differential equation is a solution with prescribed norm, that is, a solution which satisfies a condition like In this article, the normalized solution is introduced by using the nonlinear Schrödinger equation. | GA | JohnWYu (211) | |
| 2024-07-22 | Ernst Ferdinand August (German Physicist) | Ernst Ferdinand August (18 February 1795 – 25 March 1870) was a German Physicist and Meteorologist. He developed and improved a number of physics related devices, among them the Psychrometer, which was named after him | Start | Samcvp (96) | |
| 2024-09-04 | Evolution equations in high-energy particle physics (Evolution Equations in High-Energy Particle Physics) | High-energy particle physics focuses on the study understanding the fundamental forces of nature and particles in our universe. One big area of focus is gluons, which bind quarks together, so understanding Evolution equations play a major role gluon behavior at different energy levels. | C | Sreenu Giri KP (49) | |
| 2024-08-18 | Neural differential equation | In machine learning, a neural differential equation is a differential equation whose right-hand side is parametrized by the weights θ of a neural network. In particular, a neural ordinary differential equation (neural ODE) is an ordinary differential equation of the form | Start | Saung Tadashi (2011) | |
| 2024-07-05 | Harris graph (Eulerian, non-hamiltonian, tough graph.) | In graph theory, a Harris graph is defined as an Eulerian, tough, non-Hamiltonian graph. Harris graphs were introduced in 2013 when, at the University of Michigan, Harris Spungen conjectured that a tough, Eulerian graph would be sufficient to be Hamiltonian. | B | Aryan Narendra (38) | |
| 2024-10-09 | Matthias Troyer (Austrian physicist) | Matthias Troyer (born 1968) is an Austrian physicist and computer scientist specializing in quantum computing. He is also Technical Fellow and Corporate Vice President of Quantum at Microsoft. | C | CBathka (94) | |
| 2024-09-23 | Enzo Marinari (Italian theoretical and computational physicist) | Enzo Marinari (born on July 7, 1957, in Avellino) is an Italian theoretical and computational physicist. He has contributed to introducing several new algorithms in computational physics, such as Parallel Tempering, the SU(N) updating method and Constraint Allocation Flux Balance Analysis (CAFBA). | Start | Valetale (25) |
Last updated by SDZeroBot operator / talk at 13:22, 11 October 2024 (UTC)