@article{oai:ous.repo.nii.ac.jp:00001139,
 author = {山岡, 雅一 and Yamaoka, Masakazu and 中力, 眞一 and Nakariki, Shin-ichi},
 journal = {岡山理科大学紀要. A, 自然科学, Bulletin of Okayama University of Science. A, Natural Sciences},
 month = {Mar},
 note = {P(論文), この論文において我々は, 複素Einstein-Yang-Mills理論に帰着し得るPoincareゲージ理論の一つのモデルを取り上げ, 円柱対称性の仮定の下に, 通常のEinstein-Maxwell(EM)理論における軸対称解の解法を応用して, Poincareゲージ理論のーつの厳密解が得られることを示す。また, 我々の求めた解は, 特別な場合として通常のEM理論においてMelvin解として知られる厳密解を含むことを示す。, In this paper we consider a model of Poincare gauge theory which is reducible to the complex Einstein-Maxwell (CEM) theory via the complex Einstein-Yang-Mills theory, and investigate the possibility of exact solutions under the condition of cylindrical symmetry. In this purpose we apply a method by which one has gotten some solutions for the ordinary Einstein-Maxwell (OEM) theory. As a result, we get a general solution which includes Melvin solution known in OEM theory.},
 pages = {61--68},
 title = {円柱対称性を有する Poincareゲージ理論の厳密解},
 volume = {31},
 year = {1996},
 yomi = {ヤマオカ, マサカズ and ナカリキ, シンイチ}
}