A Simple Algebraic Technique in the Generalized Continued-Fraction Representation : General Matter and Statistical Physics

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概要

• 論文の詳細を見る

• We obtained a generalized continued fraction representation containing two memory functions by proceeding directly from the Laplace transform of time correlation function and taking algebraic expansion of the inverse operator. The result is identical with the representation of Nagano et al. based on Mori's memory function formalism.

• 理論物理学刊行会の論文
• 1989-08-25

著者

• Choi Sang

  Department Of Physics Korea University

• RYU Jai

  Department of Otolaryngology, Bowman Gray School of Medicine. Wake Forest University

• Ryu J

  Department Of Physics Kyungpook National University

• Ryu Jai

  Department Of Otolaryngology Bowman Gray School Of Medicine Wake Forest University

• YI Sam

  Department of Applied Physics, Korea Maritime University

• Yi S

  Department Of Applied Phystcs Korea Maritime University

• Choi Sang

  Department Of Food Science And Nutrition Catholic University Of Daegu

• Choi Sang

  Department Of Physics Kyungpook National University

• Choi Sang

  Department Of Biological Sciences And The Immunomodulation Research Center University Of Ulsan

• Choi Sang

  Department Of Agricultural Chemistry Gyeongsang National University

• CHOI Sang

  Department of Physics, Kyungpook National University

• Ryu Jai

  Department of Physics, Kyungpook National University

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