About: N = 4 supersymmetric Yang

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N = 4 supersymmetric Yang–Mills (SYM) theory is a mathematical and physical model created to study particles through a simple system, similar to string theory, with conformal symmetry. It is a simplified toy theory based on Yang–Mills theory that does not describe the real world, but is useful because it can act as a proving ground for approaches for attacking problems in more complex theories. It describes a universe containing boson fields and fermion fields which are related by four supersymmetries (this means that swapping boson, fermion and scalar fields in a certain way leaves the predictions of the theory invariant). It is one of the simplest (because it has no free parameters except for the gauge group) and one of the few finite quantum field theories in 4 dimensions. It can be tho

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rdf:type	person
rdfs:label	Teoría supersimétrica N=4 de Yang-Mills (es) Teoria di Yang-Mills supersimmetrica con N = 4 (it) N=4 超対称ヤン・ミルズ理論 (ja) 𝒩=4 초대칭 양-밀스 이론 (ko) N = 4 supersymmetric Yang–Mills theory (en) Teoria supersimétrica N = 4 de Yang-Mills (pt) Теория Янга — Миллса с четырьмя суперсимметриями (ru) 超對稱楊-米爾斯理論 (zh)
rdfs:comment	N=4 超対称ヤン・ミルズ理論(N = 4 supersymmetric Yang–Mills theory)は、弦理論と似た、単純な系を通して素粒子を研究する数学的、物理的モデルであり、共形対称性を持つ。ヤン・ミルズ理論を基礎とする単純化されたトイモデルであり、現実の世界を記述するわけではないが、より複雑な理論へ挑戦する基礎を提供するので有益である。この理論は、4つの超対称性によって関連付けられるとをもつ宇宙を記述する（超対称性は、ボゾン場とフェルミオン場の入れ替えによって理論の予言が不変であることを意味する）。N=4 超対称ヤン・ミルズ理論は、（ゲージ群の選択以外に自由パラメータがないので）最も単純な理論の一つで、数少ない 4次元の場の量子論のうちの一つである。重力を含まない最も対称性の高い理論と考えることができる。 (ja) 이론물리학에서, 4차원 초대칭 양-밀스 이론(四次元超對稱[楊]-Mills理論, 영어: four-dimensional supersymmetric Yang–Mills theory)은 중력을 포함하지 않는, 4차원에서 최대의 초대칭 대수를 갖는 초대칭 게이지 이론이다. 이 이론은 사실 초등각 장론을 이루며, 초끈 이론과 깊은 관계를 갖는다. (ko) Teoria supersimétrica N = 4 de Yang-Mills (SYM) é um modelo matemático e físico criado para estudar partículas através de um sistema simples, semelhante à teoria das cordas, com simetria conforme. Trata-se de uma teoria simplificada de brinquedos baseada na teoria de Yang-Mills que não descreve o mundo real, mas é útil porque pode servir como campo de prova para abordagens de ataque a problemas em teorias mais complexas. Evidência indica que a teoria supersimétrica de Yang-Mills supersimétrica planar N = 4 é integrável, o que implica que a simetria superconformacional de N = 4 SYM é aumentada por infinitas cargas conservadas. (pt) 在物理學中，超对称杨-米爾斯 (SYM) 理论跟楊-米爾斯理論、弦理論、共形理論、共形對稱、超对称有關。 (zh) La teoría supersimétrica N=4 de Yang-Mills es un modelo matemático y físico creado para el estudio de las partículas a través de un sistema sencillo, similar a la teoría de cuerdas, con simetría conforme. Es una simplificada basada en la teoría de Yang-Mills que no describe el mundo real, pero es útil porque puede actuar como un campo de pruebas para acercamientos para atacar problemas en teorías más complejas. Describe un universo conteniendo campos de bosones y campos de fermiones relacionados por 4 supersimetrías (esto significa que intercambiar bosones, fermiones y campos escalares de cierta manera deja las predicciones de la teoría invariante). Es uno de los más simples (porque no tiene parámetros libres) y una de las pocas teorías de campo cuántico finito en 4 dimensiones. Puede se (es) N = 4 supersymmetric Yang–Mills (SYM) theory is a mathematical and physical model created to study particles through a simple system, similar to string theory, with conformal symmetry. It is a simplified toy theory based on Yang–Mills theory that does not describe the real world, but is useful because it can act as a proving ground for approaches for attacking problems in more complex theories. It describes a universe containing boson fields and fermion fields which are related by four supersymmetries (this means that swapping boson, fermion and scalar fields in a certain way leaves the predictions of the theory invariant). It is one of the simplest (because it has no free parameters except for the gauge group) and one of the few finite quantum field theories in 4 dimensions. It can be tho (en) La teoria di Yang-Mills supersimmetrica con N=4 (in breve Super Yang-Mills o SYM) è un modello matematico e fisico creato per studiare le particelle tramite un sistema semplice, simile alla teoria delle stringhe, con simmetria conforme. È un toy model semplificato basato sulla teoria di Yang-Mills che non descrive il mondo reale, ma è utile perché può fungere da banco di prova per approcci per affrontare i problemi in teorie più complesse. Descrive un universo contenente campi bosonici e campi fermionici che sono legati da 4 supersimmetrie (questo significa che scambiare bosoni, fermioni e campi scalari in un certo modo lascia invariate le predizioni della teoria). È una delle più semplici (perché non ha parametri liberi ad eccezione del gruppo di gauge) e una delle poche teorie dei campi (it) Теория Янга — Миллса с четырьмя суперсимметриями (также N = 4 суперсимметричная теория Янга — Миллса) — математическая и физическая модель, созданная для изучения частиц с помощью простой системы, подобной теории струн, с конформной симметрией. Это упрощённая игрушечная теория, основанная на теории Янга — Миллса, которая не описывает реальный мир, но полезна, поскольку она может служить испытательным полигоном для подходов к решению проблем в более сложных теориях. Она описывает вселенную, содержащую бозонные поля и фермионные поля, связанные 4 суперсимметриями (это означает, что обмен бозонными, фермионными и скалярными полями определённым образом оставляет предсказания теории инвариантными). Это одна из самых простых (потому что она не имеет свободных параметров, кроме калибровочной груп (ru)
dcterms:subject	Supersymmetric quantum field theory Conformal field theory
Wikipage page ID	36625367 (xsd:integer)
Wikipage revision ID	1109862079 (xsd:integer)
Link from a Wikipage to another Wikipage	Amplituhedron Propagator Toy model Nonrenormalization theorems Toy theory Algebra representation Bethe ansatz Pauli matrices Perturbation theory (quantum mechanics) Instanton Lie superalgebra Supersymmetric quantum field theory Color charge Conformal symmetry Coupling constant Matrix theory (physics) Gauge covariant derivative Yang–Mills theory Gerard 't Hooft Grassmannian Graviton Montonen–Olive duality N-sphere N=8 Supergravity Lagrangian (field theory) Leonard Susskind M-theory String theory Structure constants 6D (2,0) superconformal field theory Conformal field theory Weyl fermion Langlands dual group D-brane Duality (mathematics) Feynman diagrams Nima Arkani-Hamed Quantum chromodynamics Quantum gravity Tensor Chern class Holographic principle Bosonic field Physical model Planar graph Spin (physics) Seiberg–Witten theory Twistor theory Extended supersymmetry Supersymmetry Superconformal algebra N = 8 supergravity R-symmetry Yangian Scattering amplitudes Supersymmetric Yang–Mills Fermion field Field strength tensor Large N limit Supercharges Type IIB string theory
sameAs	N = 4 supersymmetric Yang–Mills theory N = 4 supersymmetric Yang–Mills theory N = 4 supersymmetric Yang–Mills theory N = 4 supersymmetric Yang–Mills theory N = 4 supersymmetric Yang–Mills theory N = 4 supersymmetric Yang–Mills theory N = 4 supersymmetric Yang–Mills theory N = 4 supersymmetric Yang–Mills theory N = 4 supersymmetric Yang–Mills theory N = 4 supersymmetric Yang–Mills theory
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