User:SDZeroBot/NPP sorting/STEM/Physics: Difference between revisions

Revision as of 01:48, 5 August 2025

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| Yang–Baxter operators are [[invertible]] [[linear operator|linear]] [[endomorphisms]] with applications in [[theoretical physics]] and [[topology]]. They are named after [[theoretical physicists]] [[Yang Chen-Ning]] and [[Rodney Baxter]]. These [[mathematical operator|operators]] are particularly notable for providing solutions to the quantum [[Yang–Baxter equation]], which originated in [[statistical mechanics]], and for their use in constructing [[Knot invariant|invariants]] of [[knot theory|knots]], links, and three-dimensional [[manifolds]].

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| data-sort-value=68116975 | [[Special:Contribs/GregariousMadness|GregariousMadness]] (68116975)

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| data-sort-value=889 | [[Special:Contribs/Stepwise Continuous Dysfunction|Stepwise Continuous Dysfunction]] (889)

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| 2025-05-07

| [[Gottesman–Kitaev–Preskill code]] <small>(Quantum error correcting code)</small>

| The Gottesman–Kitaev–Preskill (GKP) code is a [[quantum error correction|quantum error correcting]] code that encodes logical [[qubit]]s into the continuous degrees of freedom of a quantum system. It is named after [[Daniel Gottesman]], [[Alexei Kitaev]] and [[John Preskill]] who published it together in 2001.

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| data-sort-value=28 | [[Special:Contribs/Julianvale|Julianvale]] (28)

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| The 1859 City of Adelaide colonial by-election was held on 13 May 1859 to elect one of six members for [[Electoral district of City of Adelaide|City of Adelaide]] in the [[South Australian House of Assembly]], after sitting member [[William Henville Burford]] resigned on 29 April 1859.

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| data-sort-value=150 | [[Special:Contribs/Santumassme|Santumassme]] (150)

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| [[Gravitational self-force]] <small>(Gravitational self-force formalism)</small>

| In [[gravitational wave]] [[physics]], the gravitational self-force formalism is an approach to solving the [[relativistic two body problem]] using a systematic expansion of the dynamics is powers of the ratio of the masses of the two components of the binary. The gravitational self-force formalism is generally perceived as the only viable route towards predicting accurate gravitational waveform templates for observing [[extreme mass-ratio inspiral]]s with the [[Laser Interferometer Space Antenna]].

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| data-sort-value=15428 | [[Special:Contribs/TimothyRias|TimothyRias]] (15428)

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| data-sort-value=152 | [[Special:Contribs/Gukecavoran|Gukecavoran]] (152)

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| [[Stephen Geoffrey Lipson]] <small>(Israeli physicist)</small>

| Stephen (Geoffrey) Lipson (born 8 January 1941) is an Israeli-British [[physicist]]. He was Professor of Physics, [[Technion]] Israel Institute of Technology, 1966–2009, then [[professor emeritus]].

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| data-sort-value=1252 | [[Special:Contribs/FrankBierFarmer|FrankBierFarmer]] (1252)

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| [[Stephen Geoffrey Lipson]] <small>(Israeli physicist)</small>

| Stephen (Geoffrey) Lipson (born 8 January 1941) is an Israeli-British [[physicist]]. He wasis Emeritus Professor of Physics, at [[Technion]] Israel Institute of Technology, 1966–2009, then [[professor emeritus]].

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| data-sort-value=285 | [[Special:Contribs/JulianvaleHodLipson2050|JulianvaleHodLipson2050]] (285)

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| data-sort-value=33 | [[Special:Contribs/Thrynova|Thrynova]] (33)

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| [[Gravitational self-force]] <small>(Gravitational self-force formalism)</small>

| In [[gravitational wave]] [[physics]], the gravitational self-force formalism is an approach to solving the [[relativistic two body problem]] using a systematic expansion of the dynamics is powers of the ratio of the masses of the two components of the binary. The gravitational self-force formalism is generally perceived as the only viable route towards predicting accurate gravitational waveform templates for observing [[extreme mass-ratio inspiral]]s with the [[Laser Interferometer Space Antenna]].

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| data-sort-value=1542815431 | [[Special:Contribs/TimothyRias|TimothyRias]] (1542815431)

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<span style="font-style: italic; font-size: 85%;">Last updated by [[User:SDZeroBot|SDZeroBot]] ^{''[[User:SD0001|operator]] / [[User talk:SD0001|talk]]''} at 0113:4849, 5 August 2025 (UTC)</span>