※電気化学の庵／ナレッジ／物理量^ⅰ)

 > 分子軌道,
立花　和宏,基礎量子化学, 講義ノート, (2005).

エネルギ > 【２００ > 第３講　 > デバイスとバルクと界面（半導体と界面）,第３講　水の安定領域と過電圧
立花　和宏,エネルギー変換化学特論, 講義ノート, (2010).

(1) アセトニトリル, Acetonitrile, CH₃CN, = 41.05252 g/mol, (化学種).
(2) ニトロベンゼン, , C₆H₅NO₂, = 123.1112 g/mol, (化学種).
(3) プロピレンカーボネート, , C₄H₅O₃, = 101.0819 g/mol, (化学種).
(4) ジメチルスルホキシド, Dimethyl sulfoxide, (CH₃)₂SO, = 78.13504 g/mol, (化学種).
(5)  > 機能性電解液
芳尾真幸、小沢昭弥, リチウムイオン二次電池－材料と応用－第二版, 日刊工業新聞社, (1996).
(6) ＬＵＭＯ()  [ジュール].
(7)  > 分子軌道,
立花　和宏,基礎量子化学, 講義ノート, (2005).
(8) 量子化学,精密応用化学専修コース（～Ｈ１５）,etc,物質化学工学科,山形大学
伊藤 和明,シラバス-山形大学, (2007).
(9) エネルギ > 【２００ > 第３講　 > デバイスとバルクと界面（半導体と界面）,第３講　水の安定領域と過電圧
立花　和宏,エネルギー変換化学特論, 講義ノート, (2010).
(10) 金属、イ > 固体バンドの理論
P. W. Atkins [著]/千原秀昭, 稲葉章訳, , 東京化学同人, (1998).
(11)  > 分子軌道法（目次）
広田穣著, 分子軌道法, 裳華房, (1999).
(12)  > 図説量子化学 : 分子軌道への視覚的アプローチ（目次）
大野公一, 山門英雄, 岸本直樹共著, 図説量子化学 : 分子軌道への視覚的アプローチ, 裳華房, (2002).

(ⅰ)  ＨＯＭＯ, ナレッジ
データベースアメニティ研究所, (2009).

(1) Denis-Charles Cisinski, Les pr・faisceaux comme mod・les des types d'homotopie, Soci・t・ math・matique de France, (2006).

(2) Alexander Volberg, Calder・n-Zygmund capacities and operators on nonhomogeneous spaces, Published for the Conference Board of the Mathematical Sciences by the American Mathematical Society with support from the National Science Foundation, (c2003).

(3) Geulen, Hans, Max Frischs ""Homo Faber""., , (2023/09/30 16:47:48).

(4) Whitford, Harold C., A dictionary of American homop, , (2023/09/30 16:47:48).

(5) Fry, Dennis, Homo loquens: Man as a talking, , (2023/09/30 16:47:48).

(6) Zhenting, Hou, Homogeneous denumerable Markov, , (2023/09/30 16:47:48).

(7) Yang, Kichoon, Almost complex homogeneous spaces and their submanifolds, , (2023/09/30 16:47:48).

(8) Whitehead, George W., Homotopy theory., , (2023/09/30 16:47:48).

(9) Whitehead, J. H. C., Collected papers on Homotopy theory, , (2023/09/30 16:47:48).

(10) Mosher, Robert E., Cohomology operations and applications in homotopy theory, , (2023/09/30 16:47:48).

(11) Mosher, Robert E., Cohomology operations and applications in homotopy theory, , (2023/09/30 16:47:48).

(12) Lashof, R., Some theorems of browder and novikov on homotopy equivqlent, , (2023/09/30 16:47:48).

(13) Hu, Sze-Tsen, Cohomology theory., , (2023/09/30 16:47:48).

(14) Hilton, Peter, Homotopy theory and duatity, , (2023/09/30 16:47:48).

(15) Hilton, P. J., Homotopy theory,, , (2023/09/30 16:47:48).

(16) Dyer, Eldon, Cohomology theories., , (2023/09/30 16:47:48).

(17) Cooke, George E., Homology of cell complexes,, , (2023/09/30 16:47:48).

(18) Cooke, George E., Homology of cell complexes,, , (2023/09/30 16:47:48).

(19) Adams, J. F., Stable homotopy and generalise, , (2023/09/30 16:47:48).

(20) Whitehead, George W., Homotopy theory., , (2023/09/30 16:47:48).

(21) Stein, E. M., Boundary behavior of homorphic, , (2023/09/30 16:47:48).

(22) Hu, Sze-Tsen, Homology theory: A first cours, , (2023/09/30 16:47:48).

(23) Hilton, P. J., An introduction to homotopy th, , (2023/09/30 16:47:48).

(24) Grothendieck, Alexan, Cohomologie locale des faiseau, , (2023/09/30 16:47:48).

(25) Fomenko, A. T., Homotopic topology,, , (2023/09/30 16:47:48).

(26) , Seminar on topology, A-1,Homology　及び, , (2023/09/30 16:47:48).

(27) Wallace, Andrew H., Algebraic topolpgy homology an, , (2023/09/30 16:47:48).

(28) Roush, Fred William, Tansfer in generalized cohomol, , (2023/09/30 16:47:48).

(29) Northcott, D. G., An introduction to homological, , (2023/09/30 16:47:48).

(30) Northcott, D. G., An introduction to homological, , (2023/09/30 16:47:48).

(31) Northcott, D. G., An introduction to homological, , (2023/09/30 16:47:48).

(32) Lang, Serge, Rapport sur la cohomologie des, , (2023/09/30 16:47:48).