Generalized quantum field theory based on a nonlinear deformed Heisenberg algebra

Ribeiro-Silva CI; Oliveira-Neto NM

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Generalized quantum field theory based on a nonlinear deformed Heisenberg algebra

机译：基于非线性变形海森堡代数的广义量子场论

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摘要

We consider a quantum field theory based on a nonlinear Heisenberg algebra which describes phenomenologically a composite particle. Perturbative computation, considering the lambda phi(4) interaction was done and we also performed some comparison with a quantum field theory based on the q-oscillator algebra.

机译：我们考虑基于非线性Heisenberg代数的量子场理论，该现象从现象学上描述了复合粒子。考虑了λphi（4）相互作用，进行了微扰计算，我们还与基于q振荡器代数的量子场论进行了一些比较。

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《International Journal of Modern Physics, A. Particles and Fields, Gravitation, Cosmology》 |2008年第20期|共15页
作者
Ribeiro-Silva CI; Oliveira-Neto NM;
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正文语种 eng
中图分类天体引力理论;
关键词
q-deformed; composite particle; HARMONIC-OSCILLATOR; SHELL; PARTICLES;

机译：q变形;复合颗粒;谐振荡器;壳;颗粒;

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1. Generalized quantum field theory based on a nonlinear deformed Heisenberg algebra [J] . Ribeiro-Silva CI, Oliveira-Neto NM International Journal of Modern Physics, A. Particles and Fields, Gravitation, Cosmology . 2008,第20期

机译：基于非线性变形海森堡代数的广义量子场论
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机译：表示模块化和量子Weyl代数以及广义Heisenberg代数。
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Generalized quantum field theory based on a nonlinear deformed Heisenberg algebra

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