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RANK ONE DRINFELD MODULES ON HYPERELLIPTIC CURVES
BAE, SUNGHAN,KANG, PYUNG-LYUN 충남대학교 기초과학연구소 1995 연구논문집 Vol.15 No.-
We extend the recent work of Dummit and Hayes on rank one Drinfeld modules on elliptic curves and hyperelliptic curves in the case that the infinite place is ramified to the case that the infinite place is inert.
Yeree Kang,Juyeon Yi,Sunghan Ro 한국물리학회 2020 THE JOURNAL OF THE KOREAN PHYSICAL SOCIETY Vol.76 No.9
We examine energy exchange between two quantum systems, which are initially in canonical equilibrium states at different temperatures, through a coupling that allows particle transfer. We find the entropy production and information-theoretic quantities that govern the energy exchange and discuss the difference from when the coupling preserves the number of particles in each system. We take a specific system of spinless fermions and exemplify the role of coupling, the aspect of energy exchange, and the involved entropy productions.