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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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| The [[Ising model]] is a prototypical model in [[statistical physics]]. The model consists of discrete variables that represent magnetic dipole moments of atomic "spins" that can be in one of two states (+1 or −1). The spins are arranged in a graph, usually a lattice (where the local structure repeats periodically in all directions), allowing each spin to interact with its neighbors.
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| data-sort-value=104 | [[Special:Contribs/Sufficient statistics|Sufficient statistics]] (104)
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| A modular tensor category (also called a modular fusion category) is a type of [[tensor category (disambiguation)|tensor category]] that plays a role in the areas of [[topological quantum field theory]], [[conformal field theory]], and [[quantum algebra]]. Modular tensor categories were introduced in 1989 by the physicists [[Greg Moore (physicist)|Greg Moore]] and [[Nathan Seiberg]] in the context of [[rational conformal field theory]].▼
| data-sort-value=137 | [[Special:Contribs/Meelo Mooses|Meelo Mooses]] (137)▼
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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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| In [[special relativity]], a [[Lorentz transformation]] is a real [[linear transformation]] of the [[spacetime coordinates]] t, x, y, z that preserves the Minkowski invariant or [[spacetime interval]] <math display="block">c^2 \, t^2-x^2-y^2-z^2</math> Using the 4x4 [[metric tensor]] <math>\eta</math>, this is
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| The Atominstitute ({{langx|de|[[:de:Atominstitut|Atominstitut]]}}) is an [[Austria|Austrian]] [[University]] research facility with its own inhouse [[nuclear reactor]] located in [[Vienna]]. The institute most known member is 2022 [[Nobel laureate]] [[Anton Zeilinger]].
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| data-sort-value=72 | [[Special:Contribs/Small epsilon|Small epsilon]] (72)
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| [[Yuji Tachikawa (physicist)]] <small>(Japanese scientist)</small>▼
| is a Japanese [[theoretical physicist]]. He is a professor at the [[Kavli Institute for the Physics and Mathematics of the Universe]] (Kavli IPMU), the [[University of Tokyo]]. His research focuses on [[particle physics]], especially field theory and mathematical physics in [[superstring theory]].▼
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| The Otago Department of Physics is a physics department located at the [[University of Otago]] in [[Dunedin]], New Zealand. It's specifically situated in the Science 3 building, at the northwest corner of the campus. The building is located at the intersection of Cumberland and St.
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▲| A modular tensor category (also called a modular fusion category) is a type of [[tensor category (disambiguation)|tensor category]] that plays a role in the areas of [[topological quantum field theory]], [[conformal field theory]], and [[quantum algebra]]. Modular tensor categories were introduced in 1989 by the physicists [[Greg Moore (physicist)|Greg Moore]] and [[Nathan Seiberg]] in the context of [[rational conformal field theory]].
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▲| [[Yuji Tachikawa (physicist)]] <small>(Japanese scientist)</small>
▲| is a Japanese [[theoretical physicist]]. He is a professor at the [[Kavli Institute for the Physics and Mathematics of the Universe]] (Kavli IPMU), the [[University of Tokyo]]. His research focuses on [[particle physics]], especially field theory and mathematical physics in [[superstring theory]].
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<span style="font-style: italic; font-size: 85%;">Last updated by [[User:SDZeroBot|SDZeroBot]] <sup>''[[User:SD0001|operator]] / [[User talk:SD0001|talk]]''</sup> at
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