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The su($n$) WZNW fusion ring as integrable model : a new algorithm to compute fusion coefficients (Infinite Analysis 2010 Developments in Quantum Integrable Systems)

机译：su（$ n $）WZNW融合环作为可积模型：一种计算聚变系数的新算法（Infinite Analysis 2010 Developments in Quantum Integrable Systems）

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KORFF CHRISTIAN;
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机译：WZNW模型和具有SU（2），SO（3），SP（2），SU（1），SO（1），SP（1）的WZNW类型的弦模型的初始手性流和无限流体动力链的可积流体动力学方程不断的扭转
2. Zero Modes’ Fusion Ring and Braid Group Representations for the Extended Chiral su(2) WZNW Model [J] . Paolo Furlan, Ludmil Hadjiivanov, Ivan Todorov Letters in Mathematical Physics . 2007,第2a3期

机译：扩展的手性su（2）WZNW模型的零模式融合环和辫子组表示
3. INTEGRABLE STRING MODELS OF WZNW MODEL TYPE WITH CONSTANT SU(2), SO(3), SP(2), AND SU(3) TORSION AND HYDRODYNAMIC CHAINS [J] . V. D. Gershun Физика　Элемнтарных　частиц　и　Атомного　Ядра . 2012,第5期

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5. Spectral distortion analysis in image fusion algorithms for remote sensing and development of fusion methods. [D] . Jing, Linhai. 2008

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The su($n$) WZNW fusion ring as integrable model : a new algorithm to compute fusion coefficients (Infinite Analysis 2010 Developments in Quantum Integrable Systems)

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