How information-mapping patterns determine foraging behaviour of a honey bee colony

被引:53
作者
Tereshko, V
Lee, T
机构
[1] Max Planck Inst Math Sci, D-04103 Leipzig, Germany
[2] Ctr Wiskunde & Informat, NL-1090 GB Amsterdam, Netherlands
[3] Univ Cambridge, Nonlinear Ctr, Cambridge CB2 1TN, England
关键词
D O I
10.1023/A:1015652810815
中图分类号
O29 [应用数学];
学科分类号
070104 ;
摘要
We have developed a model of foraging behaviour of a honeybee colony based on reaction-diffusion equations and have studied how mapping the information about the explored environment to the hive determines this behaviour. The model utilizes two dominant components of colony's foraging behaviour - the recruitment to the located nectar sources and the abandonment of them. The recruitment is based upon positive feedback, i.e autocatalytic replication of information about the located source. If every potential forager in the hive, the onlooker, acquires information about all located sources, a common information niche is formed, which leads to the rapid selection of the most profitable nectar source. If the onlookers acquire information about some parts of the environment and slowly learn about the other parts, different information niches where individuals are associated mainly with a particular food source are formed, and the correspondent foraging trails coexist for longer periods. When selected nectar source becomes depleted, the foragers switch over to another, more profitable source. The faster the onlookers learn about the entire environment, the faster that switching occurs.
引用
收藏
页码:181 / 193
页数:13
相关论文
共 17 条
[1]   MATHEMATICAL-MODEL OF HONEYCOMB CONSTRUCTION [J].
BELIC, MR ;
SKARKA, V ;
DENEUBOURG, JL ;
LAX, M .
JOURNAL OF MATHEMATICAL BIOLOGY, 1986, 24 (04) :437-449
[2]   Fixed response thresholds and the regulation of division of labor in insect societies [J].
Bonabeau, E ;
Theraulaz, G ;
Deneubourg, JL .
BULLETIN OF MATHEMATICAL BIOLOGY, 1998, 60 (04) :753-807
[3]   House-hunting by honey bee swarms: collective decisions and individual behaviors [J].
Camazine, S ;
Visscher, PK ;
Finley, J ;
Vetter, RS .
INSECTES SOCIAUX, 1999, 46 (04) :348-360
[4]   A MATHEMATICAL-MODEL OF SELF-ORGANIZED PATTERN-FORMATION ON THE COMBS OF HONEYBEE COLONIES [J].
CAMAZINE, S ;
SNEYD, J ;
JENKINS, MJ ;
MURRAY, JD .
JOURNAL OF THEORETICAL BIOLOGY, 1990, 147 (04) :553-571
[5]  
Cazamine S., 1991, J THEOR BIOL, V149, P547
[7]   COLLECTIVE PATTERNS AND DECISION-MAKING [J].
DENEUBOURG, JL ;
GOSS, S .
ETHOLOGY ECOLOGY & EVOLUTION, 1989, 1 (04) :295-311
[8]  
DENEUBOURG JL, 1991, NATO ADV SCI I B-PHY, V260, P267
[9]   SELF-ORGANIZED SHORTCUTS IN THE ARGENTINE ANT [J].
GOSS, S ;
ARON, S ;
DENEUBOURG, JL ;
PASTEELS, JM .
NATURWISSENSCHAFTEN, 1989, 76 (12) :579-581
[10]  
Kauffman S., 1993, The Origins of Order