IS ANIMAL BEHAVIOR CHAOTIC - EVIDENCE FROM THE ACTIVITY OF ANTS

被引:74
作者
COLE, BJ
机构
[1] Pgm in Evolutionary Biology, Department of Biology, University of Houston, Houston
关键词
D O I
10.1098/rspb.1991.0079
中图分类号
Q [生物科学];
学科分类号
07 ; 0710 ; 09 ;
摘要
Chaotic dynamics have been implicated in several biological phenomena including epidemics (Olsen & Schaffer 1990), population dynamics (Schaffer & Kot 1985; Sugihara & May 1990), electroencephalograms (Mayer-Kress & Layne 1987) and certain physiological rhythms (Glass & Mackey 1988). In this paper I show that animal behaviour may also be chaotic. The attractor of the movement activity of single, isolated Leptothorax allardycei ants has a small, non-inter dimension characteristic of low-dimensional chaos. The activity of entire colonies of ants yields an integer dimension that is consistent with periodicity in activity. First-return maps of the activity of single ants are highly non-random suggesting that the interpretation of determinism in these activity patterns is realistic. By contrast the first-return maps of whole-colony activity records show no pattern, a fact consistent with the interpretation of noisy periodicity in colony activity rhythms.
引用
收藏
页码:253 / 259
页数:7
相关论文
共 19 条
[1]   SINGULAR-VALUE DECOMPOSITION AND THE GRASSBERGER-PROCACCIA ALGORITHM [J].
ALBANO, AM ;
MUENCH, J ;
SCHWARTZ, C ;
MEES, AI ;
RAPP, PE .
PHYSICAL REVIEW A, 1988, 38 (06) :3017-3026
[2]   MULTIDIMENSIONAL TREES, RANGE SEARCHING, AND A CORRELATION DIMENSION ALGORITHM OF REDUCED COMPLEXITY [J].
BINGHAM, S ;
KOT, M .
PHYSICS LETTERS A, 1989, 140 (06) :327-330
[3]   EXTRACTING QUALITATIVE DYNAMICS FROM EXPERIMENTAL-DATA [J].
BROOMHEAD, DS ;
KING, GP .
PHYSICA D, 1986, 20 (2-3) :217-236
[4]  
COLE BJ, 1991, IN PRESS J INSECT BE
[5]  
COLE BJ, 1991, IN PRESS AM NAT
[6]   SYNCHRONIZATION OF THE BEHAVIOR WITHIN NESTS OF THE ANT LEPTOTHORAX-ACERVORUM (FABRICIUS) .1. DISCOVERING THE PHENOMENON AND ITS RELATION TO THE LEVEL OF STARVATION [J].
FRANKS, NR ;
BRYANT, S ;
GRIFFITHS, R ;
HEMERIK, L .
BULLETIN OF MATHEMATICAL BIOLOGY, 1990, 52 (05) :597-612
[7]  
Glass L, 1988, CLOCKS CHAOS RHYTHMS
[8]   CHARACTERIZING ATTRACTORS USING LOCAL INTRINSIC DIMENSIONS CALCULATED BY SINGULAR-VALUE DECOMPOSITION AND INFORMATION-THEORETIC CRITERIA [J].
HEDIGER, T ;
PASSAMANTE, A ;
FARRELL, ME .
PHYSICAL REVIEW A, 1990, 41 (10) :5325-5332
[9]  
MAYERKRESS G, 1987, ANN NY ACAD SCI, V504, P62
[10]   SINGULAR-VALUE DECOMPOSITION AND EMBEDDING DIMENSION [J].
MEES, AI ;
RAPP, PE ;
JENNINGS, LS .
PHYSICAL REVIEW A, 1987, 36 (01) :340-346