漫画家黄农与叶浅予
出处
《荣宝斋》
2000年第2期251-257,共7页
二级参考文献12
-
1Amberg, B. and Sysak, Y.P., Radical rings with Engel conditions, J. Algebra, 2000, 231: 364-373.
-
2Amberg, B. and Sysak, Y.P., Associative rings whose adjoint semigroup is locally nilpotent, Arch. Math. (Basel), 2001, 76(6): 426-435.
-
3Hille, E. and Phillips, R.S., Functional Analysis and Semi-groups, Providence, R.I.: AMS, 1957, 680-694.
-
4Jacobson, N., The radical and semi-simplicity for arbitrary rings, Amer. J. Math., 1945, 67: 300-320.
-
5Kaplansky, I., Topological rings, Amer. Jo Math., 1947, 69: 153-183.
-
6Krasil'nikov, A.N., On the semigroup and Lie nilpotency of associative algebras, Mat. Zametki, 1997, 62: 510-519 (Translated in: Math. Notes, 1997, 62(4): 426-433).
-
7Liu, C.K. and Tsai, W.Y., Jordan isomorphisms of upper triangular matrix rings, Linear Algebra Appl., 2007, 426(1): 143-148.
-
8Liu, L. and Ji, G.X., Maps preserving product X*Y + YX* on factor yon Neumann algebras, Linear Multi- linear Algebra, 2011, 59(9): 951-955.
-
9Lu, F.Y., Characterizations of derivations and Jordan derivations on Banach algebras, Linear Algebra Appl., 2009, 430(8/9): 2233-2239.
-
10Qi, X.F., Hou, J.C. and Deng, J., Lie ring isomorphisms between nest algebras on Banach spaces, J. Funct. Anal., 20145 266(7): 4266-4292.
共引文献5
-
1李文慧,黄丽,张瑜.完全保持斜Lie零积的映射[J].太原科技大学学报,2017,38(4):307-310. 被引量：1
-
2刘红玉,霍东华.因子von Neumann代数上完全保~*-Jordan零积的映射的研究[J].哈尔滨理工大学学报,2018,23(6):151-154.
-
3宋显花.B(H)上保持*-拟积的双射[J].四川师范大学学报（自然科学版）,2019,42(5):667-673.
-
4宋显花.B(X)上保持约当积的固定点的满射[J].数学的实践与认识,2021,51(3):182-185.
-
5吴美芳,黄丽.标准算子代数上完全保Jordan-η^(*)-零积[J].太原科技大学学报,2021,42(3):237-241. 被引量：1
-
1黄文中.重新发现的吴大羽漫画作品[J].文艺研究,2013(2):131-137. 被引量：1
-
2周实.方成先生[J].读书文摘,2015(9):48-51.
-
3刘刚.简述漫画艺术的社会功能[J].中州今古,2004,0(9):25-26.
-
4菲菲.勇敢的阿童木归来[J].少年时代（低年级）,2010(1):58-58.
-
5漫谈动漫[J].少先队小干部（综合版）,2014,0(9):44-45.
-
6森哲郎,于钦德,鲍文雄.中国抗日漫画史[J].全国新书目,2000,0(1):37-37.
-
7康笑宇.漫画的传承与创新[J].美术观察,2014(7):86-89. 被引量：1
-
8申哲仁.上海漫画界的浙江老乡(上)[J].今日浙江,1998,0(8):16-17.
-
9杨增莉.浅析丰子恺的漫画理论[J].嘉兴学院学报,2016,28(4):35-39. 被引量：3
-
10姜亚沙.掠影漫画期刊 钩沉民国风云[J].中华文化画报,2010,0(8):100-105.
;
