Rogers dilogarithms of higher degree and generalized cluster algebras
2018 年 70 巻 4 号 p. 1269-1304
詳細
2018 年 70 巻 4 号 p. 1269-1304
In connection with generalized cluster algebras we introduce a certain generalization of the celebrated Rogers dilogarithm, which we call the Rogers dilogarithms of higher degree. We show that there is an identity of these generalized Rogers dilogarithms associated with any period of seeds of a generalized cluster algebra.
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Nippon Sugaku-Buturigakkwai Kizi Dai 3 Ki
Tokyo Sugaku-Buturigakkwai Kizi Dai 2 Ki
Tokyo Sugaku-Butsurigakukwai Kiji-Gaiyo
Tokyo Sugaku-Butsurigakkwai Hokoku
