| Citation: |
PAN Wen-Bin, LI Dao-Feng, TANG Tao, CAI Qing-Hua. STUDIES ON FRACTAL CHARACTER OF MACROPHYTES’LEAVES[J]. ACTA HYDROBIOLOGICA SINICA, 2004, 28(1): 23-28.
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Chang J, Chen G, Ge Y. Fractal character and simulation of plant structure[M].Hangzhou: Hangzhou University Press, 1995.[常杰,陈刚,葛滢,1995. 植物结构的分形特征及模拟. 杭州:杭州大学出版社. 1995][2] Li Y X, Liu Y C, Zhong Z C. Modular theory in plant population ecology[J]. Chinese Journal of Ecology,1995,14(6):35-41.[黎云祥,刘玉成,钟章成. 植物种群生态学中的构件理论. 生态学杂志,1995,14(6):35-41][3] Hálle F R, Oldeman A A,Tomlinson P B. Tropical trees and forests: An architecture analysis[M]. New York: Springer-Verlag,1978[4] Harper J L, White J.The demography of plants [J].Ann. Rev. Ecol. Syst., 1974,5:419-463[5] Jones M, Harper J L. The influence of neighbours on the growth of trees I. The demography of buds in Betula pendula [J].Proceedings of the Royal Society of London, B, 1987, 232:1-18[6] Maillette L. Seasonal model of modular growth in plants [J]. Journal of Ecology 1992, 80:123-130[7] Dibble E D, Killgore K J. Measurement of Plant Architecture in Aquatic Plants [J]. Journal of Freshwater Ecology,1996,11:311-318[8] Molenaar H, Barthélémy D, de Reffye P, et al. Modelling architecture and growth patterns of Posidonia oceanica[J].Aquatic Botany,2000,66:85-99[9] Li W and Zhong Y. Theories and methods of the study of aquatic vegetation [M]. Wuhan: Huazhong Normal University Press, 1992.[李伟,钟扬. 水生植被研究的理论与方法. 武汉:华中师范大学出版社,1992][10] Pan WB and Cai QH. Studies on macrophytes community pattern in a bay of Baoan Lake, Hubei [J].Acta Hydrobiologica Sinica, 2000a,24(5):412-417.[潘文斌,蔡庆华. 保安湖一湖湾大型水生植物群落格局的研究. 水生生物学报,2000a,24(5):412-417][11] Pan WB and Cai QH. Preliminary studies on fractal character of horizontal pattern of Ass. Nelumbo nucifera in Baoan Lake [J].Acta Hydrobiologica Sinica,2000b,24(5):405-411.[潘文斌,蔡庆华. 保安湖莲群丛分布格局分形特征的初步研究. 水生生物学报,2000b,24(5):405-411][12] Morse DR, Lawton JH, Dodson MM, et al., Fractal dimension of vegetation and the distribution of arthopod body lengths [J]. Nature,1985,314:731-733[13] Mandelbrot BB. The Fractal Geometry of Nature [M].San Franciscos: W. H. Freeman, 1983[14] Falconer K. Fractal geometry:Mathematical foundations and applications [M]. New York: Wiley, 1990[15] Cai QH and Wu G. Growth pattern of reed in Caogang Lake, Huanghuaihai Plain, China [J].Journal of Environmental Sciences,1999,11(1):100-105[16] Huang Z L, Chang J B. Fractal characteristics of length-weight relationship in fish[J]. Acta Hydrobiologia Sinica,1999,23(4):330-336.[黄真理,常剑波. 鱼类体长与体重关系中的分形特征. 水生生物学报,1999,23(4):330-336][17] Cai Q H, Zhao B. and Pan W B. Preliminary study on fractal character of growth pattern of reed [J].Acta Hydrobiologia Sinica,1998,22(2):123-127.[蔡庆华,赵斌,潘文斌. 芦苇生长格局分形特征的初步研究. 水生生物学报,1998,22(2):123-127][18] Sand-Jensen K. Influence of submerged macrophytes on sediment composition and near-bed flow in lowland streams[J].Freshwater biology,1998,39:663-679
Chang J, Chen G, Ge Y. Fractal character and simulation of plant structure[M].Hangzhou: Hangzhou University Press, 1995.[常杰,陈刚,葛滢,1995. 植物结构的分形特征及模拟. 杭州:杭州大学出版社. 1995][2] Li Y X, Liu Y C, Zhong Z C. Modular theory in plant population ecology[J]. Chinese Journal of Ecology,1995,14(6):35-41.[黎云祥,刘玉成,钟章成. 植物种群生态学中的构件理论. 生态学杂志,1995,14(6):35-41][3] Hálle F R, Oldeman A A,Tomlinson P B. Tropical trees and forests: An architecture analysis[M]. New York: Springer-Verlag,1978[4] Harper J L, White J.The demography of plants [J].Ann. Rev. Ecol. Syst., 1974,5:419-463[5] Jones M, Harper J L. The influence of neighbours on the growth of trees I. The demography of buds in Betula pendula [J].Proceedings of the Royal Society of London, B, 1987, 232:1-18[6] Maillette L. Seasonal model of modular growth in plants [J]. Journal of Ecology 1992, 80:123-130[7] Dibble E D, Killgore K J. Measurement of Plant Architecture in Aquatic Plants [J]. Journal of Freshwater Ecology,1996,11:311-318[8] Molenaar H, Barthélémy D, de Reffye P, et al. Modelling architecture and growth patterns of Posidonia oceanica[J].Aquatic Botany,2000,66:85-99[9] Li W and Zhong Y. Theories and methods of the study of aquatic vegetation [M]. Wuhan: Huazhong Normal University Press, 1992.[李伟,钟扬. 水生植被研究的理论与方法. 武汉:华中师范大学出版社,1992][10] Pan WB and Cai QH. Studies on macrophytes community pattern in a bay of Baoan Lake, Hubei [J].Acta Hydrobiologica Sinica, 2000a,24(5):412-417.[潘文斌,蔡庆华. 保安湖一湖湾大型水生植物群落格局的研究. 水生生物学报,2000a,24(5):412-417][11] Pan WB and Cai QH. Preliminary studies on fractal character of horizontal pattern of Ass. Nelumbo nucifera in Baoan Lake [J].Acta Hydrobiologica Sinica,2000b,24(5):405-411.[潘文斌,蔡庆华. 保安湖莲群丛分布格局分形特征的初步研究. 水生生物学报,2000b,24(5):405-411][12] Morse DR, Lawton JH, Dodson MM, et al., Fractal dimension of vegetation and the distribution of arthopod body lengths [J]. Nature,1985,314:731-733[13] Mandelbrot BB. The Fractal Geometry of Nature [M].San Franciscos: W. H. Freeman, 1983[14] Falconer K. Fractal geometry:Mathematical foundations and applications [M]. New York: Wiley, 1990[15] Cai QH and Wu G. Growth pattern of reed in Caogang Lake, Huanghuaihai Plain, China [J].Journal of Environmental Sciences,1999,11(1):100-105[16] Huang Z L, Chang J B. Fractal characteristics of length-weight relationship in fish[J]. Acta Hydrobiologia Sinica,1999,23(4):330-336.[黄真理,常剑波. 鱼类体长与体重关系中的分形特征. 水生生物学报,1999,23(4):330-336][17] Cai Q H, Zhao B. and Pan W B. Preliminary study on fractal character of growth pattern of reed [J].Acta Hydrobiologia Sinica,1998,22(2):123-127.[蔡庆华,赵斌,潘文斌. 芦苇生长格局分形特征的初步研究. 水生生物学报,1998,22(2):123-127][18] Sand-Jensen K. Influence of submerged macrophytes on sediment composition and near-bed flow in lowland streams[J].Freshwater biology,1998,39:663-679
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