We obtain the basic R-matrix of the two-parameter Quantum group U=Ur,s(so₂ₙ) via its weight representation theory and determine its R-matrix with spectral parameters for the two-parameter quantum affine algebra U=Ur,s(so₂ₙ). Using the Gauss decomposition of the R-matrix realization of U=Ur,s(so₂ₙ), we study the commutation relations of the Gaussian generators and finally arrive at its $RLL$-formalism of the Drinfeld realization of two-parameter quantum affine algebra U=Ur,s(so₂ₙ).
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Zhuang et al. (2024) studied this question.
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